Zoom Airlines suspended all flights due to rising fuel costs making it unprofitable to operate. Breakeven analysis is used to calculate the minimum sales or output needed to cover total costs. It involves comparing total revenue to total costs at different output levels. The breakeven point is where total revenue equals total costs, meaning the company makes neither a profit nor loss. Zoom Airlines could no longer breakeven once fuel prices exceeded $140 per barrel based on their cost structure.
The document discusses the characteristics and behavior of firms in a perfectly competitive market. It defines a competitive market as having many small firms and buyers, homogeneous products, and free entry and exit. In the short run, individual firms maximize profits by producing where marginal revenue equals marginal cost. In the long run, firms enter and exit the market until price equals minimum average total cost and profits are zero. The market supply curve is determined by the marginal cost curves of individual firms.
The document discusses perfect competition and perfectly competitive markets. It defines the key assumptions of perfect competition as firms being price takers, products being homogeneous, and free entry and exit in the industry. It explains that in the short run, competitive firms will operate at a loss, earn normal profits, or supernormal profits depending on whether price is below average cost, equal to average cost, or above average cost. In the long run, entry and exit of firms will drive prices down to equal minimum long run average cost, resulting in zero economic profits.
Break-even analysis indicates the sales volume needed for revenues and expenses to be equal. It is calculated using the equation: Break even sales = Fixed costs + Variable costs. The break-even point shows the minimum level of production or sales required for a company to not incur losses. Changes in fixed costs, variable costs, or prices will shift the break-even point. Break-even analysis helps determine optimal output levels and product pricing.
In a perfectly competitive market:
- Many buyers and sellers exist
- Firms are price takers and the actions of any single firm do not impact the market price
- In the long run, firms will enter or exit the market until price equals minimum average total cost and economic profit is zero.
The document provides an overview of marginal costing techniques. It defines key terms like marginal cost, fixed cost, and variable cost. It explains the differences between absorption costing and marginal costing. Absorption costing includes both fixed and variable costs when calculating product costs, while marginal costing only includes variable costs and separates fixed costs. This treatment of costs helps marginal costing better aid in decision making by distinguishing relevant variable costs from irrelevant fixed costs.
The document discusses perfect competition and the behavior of firms in the short run. It provides learning objectives on market structures, the firm's output and shutdown decisions, and supply curves. Specifically:
- A perfectly competitive firm is a price taker and will produce where price equals marginal cost to maximize profits. The break-even price is where price equals average cost.
- In the short run, a firm will shut down if price is below average variable cost. Its supply curve is constructed from its marginal cost curve above the shutdown price.
- The market supply curve is the horizontal sum of individual firm supply curves. Market equilibrium occurs where market demand intersects market supply.
This document discusses cost-volume-profit (CVP) analysis, which managers use to estimate future revenues, costs, and profits to help plan operations. CVP analysis examines how profits change with sales volumes, costs, and prices. It is used to determine the sales levels needed to achieve profits or avoid losses, and to analyze the appropriate cost structure given operational risk. The document then provides an example of how CVP analysis could have helped Coleco better forecast demand for its products and prioritize production to avoid losses and missed profit opportunities.
This document provides an introduction to cost-volume-profit (CVP) analysis, which is a technique used to determine the effect of changes in sales volume on a company's costs, revenue, and profit. It defines key CVP concepts like contribution margin, break-even point, and margin of safety. The document also discusses how to calculate these metrics using CVP equations and formulas. It explores how changes in variables like fixed costs, variable costs, selling price, or sales volume impact contribution margin, break-even point, and margin of safety. Finally, it addresses how to perform CVP analysis for companies with multiple products.
The document discusses the characteristics and behavior of firms in a perfectly competitive market. It defines a competitive market as having many small firms and buyers, homogeneous products, and free entry and exit. In the short run, individual firms maximize profits by producing where marginal revenue equals marginal cost. In the long run, firms enter and exit the market until price equals minimum average total cost and profits are zero. The market supply curve is determined by the marginal cost curves of individual firms.
The document discusses perfect competition and perfectly competitive markets. It defines the key assumptions of perfect competition as firms being price takers, products being homogeneous, and free entry and exit in the industry. It explains that in the short run, competitive firms will operate at a loss, earn normal profits, or supernormal profits depending on whether price is below average cost, equal to average cost, or above average cost. In the long run, entry and exit of firms will drive prices down to equal minimum long run average cost, resulting in zero economic profits.
Break-even analysis indicates the sales volume needed for revenues and expenses to be equal. It is calculated using the equation: Break even sales = Fixed costs + Variable costs. The break-even point shows the minimum level of production or sales required for a company to not incur losses. Changes in fixed costs, variable costs, or prices will shift the break-even point. Break-even analysis helps determine optimal output levels and product pricing.
In a perfectly competitive market:
- Many buyers and sellers exist
- Firms are price takers and the actions of any single firm do not impact the market price
- In the long run, firms will enter or exit the market until price equals minimum average total cost and economic profit is zero.
The document provides an overview of marginal costing techniques. It defines key terms like marginal cost, fixed cost, and variable cost. It explains the differences between absorption costing and marginal costing. Absorption costing includes both fixed and variable costs when calculating product costs, while marginal costing only includes variable costs and separates fixed costs. This treatment of costs helps marginal costing better aid in decision making by distinguishing relevant variable costs from irrelevant fixed costs.
The document discusses perfect competition and the behavior of firms in the short run. It provides learning objectives on market structures, the firm's output and shutdown decisions, and supply curves. Specifically:
- A perfectly competitive firm is a price taker and will produce where price equals marginal cost to maximize profits. The break-even price is where price equals average cost.
- In the short run, a firm will shut down if price is below average variable cost. Its supply curve is constructed from its marginal cost curve above the shutdown price.
- The market supply curve is the horizontal sum of individual firm supply curves. Market equilibrium occurs where market demand intersects market supply.
This document discusses cost-volume-profit (CVP) analysis, which managers use to estimate future revenues, costs, and profits to help plan operations. CVP analysis examines how profits change with sales volumes, costs, and prices. It is used to determine the sales levels needed to achieve profits or avoid losses, and to analyze the appropriate cost structure given operational risk. The document then provides an example of how CVP analysis could have helped Coleco better forecast demand for its products and prioritize production to avoid losses and missed profit opportunities.
This document provides an introduction to cost-volume-profit (CVP) analysis, which is a technique used to determine the effect of changes in sales volume on a company's costs, revenue, and profit. It defines key CVP concepts like contribution margin, break-even point, and margin of safety. The document also discusses how to calculate these metrics using CVP equations and formulas. It explores how changes in variables like fixed costs, variable costs, selling price, or sales volume impact contribution margin, break-even point, and margin of safety. Finally, it addresses how to perform CVP analysis for companies with multiple products.
Institutional Net Lease Fund, Summary InformationDavid Wrubel
This document summarizes an investment opportunity in EGM Income & Growth Fund V, a real estate fund that invests in net lease assets leased to investment-grade tenants. The fund seeks to acquire single-tenant properties through direct purchases, sale-leasebacks, and build-to-suits to generate predictable cash flow. Current market conditions allow the fund to invest at attractive prices while targeting higher risk-adjusted returns than historical averages. The fund will invest between $10 million and $200 million across various asset classes and property types leased to a diverse portfolio of investment-grade tenants.
The break-even point is the level of output or sales where total revenue equals total costs. It indicates the minimum quantity of goods that must be sold to cover total fixed and variable costs without a profit or loss. The formula for calculating the break-even point is: Break-even point = Fixed costs / Contribution margin per unit. Contribution margin is the selling price per unit minus the variable costs per unit. An example is provided to demonstrate calculating the break-even point in units and comparing sales to the break-even point in a monthly profit and loss statement.
Chapter 9 marginal and absorption costingJibranSheikh4
This document provides an overview of marginal and absorption costing concepts. It defines key terms like marginal cost, contribution, fixed costs, and absorption costing. The summary explains that marginal costing values inventory at variable costs while absorption costing uses full production costs, leading to different profit calculations. Examples are provided to illustrate how profits reported under the two methods can reconcile when inventory levels change from period to period.
1. Calculate contribution margin per customer as average revenue ($8) minus average variable cost ($3), which is $5.
2. Calculate break-even point in customers as fixed costs ($450,000) divided by contribution margin per customer ($5), which is 90,000 customers.
3. Calculate taxable income as contribution margin ($5 per customer) times number of customers minus fixed costs ($450,000).
4. Calculate income taxes as 30% of taxable income.
5. Calculate net income as taxable income minus income taxes.
This document discusses cost-volume-profit (CVP) analysis and its application to a case study of a business owner, Mary Frost, considering whether to rent a booth at a computer convention to sell software packages. CVP analysis examines how total revenues, costs, and operating income are affected by changes in units sold, price, variable costs, or fixed costs. The document outlines the steps Mary should take to identify uncertainties, gather information, make predictions, evaluate alternatives by calculating operating income at different sales levels, and later evaluate actual performance to inform future decisions.
The document provides information about various project appraisal techniques used to evaluate capital investment projects. It defines break-even point and provides the formula to calculate it. It also discusses time value of money concepts like future value, present value, annuity, perpetuity, sinking fund etc. Different discounted cash flow methods like net present value, internal rate of return, profitability index are introduced. Non-discounted methods like payback period and accounting rate of return are also covered briefly.
1) The document discusses cost-volume-profit (CVP) analysis, which is used to determine the break-even point where revenues and expenses are equal.
2) It provides examples of how to calculate the break-even point using the equation approach, contribution margin approach, and contribution margin ratio for a surfboard company.
3) Graphs are used to illustrate the relationships between costs, sales, and profits at different production volumes.
Cost-volume-profit analysis examines how changes in costs and sales volume affect a company's profit. It helps management make decisions about pricing, production levels, and facility choice. It shows how volume impacts total costs and profits. Key assumptions are accurate classification of fixed and variable costs and linear relationships. The breakeven point is where sales revenue equals total costs, with no profit or loss. Margin of safety is the difference between actual and breakeven sales levels, indicating a business's soundness.
This document discusses calculating unit costs and break-even points for businesses. It provides examples of:
1. Calculating unit costs by determining direct costs like materials and labor, as well as allocating indirect costs like overhead.
2. Calculating break-even points for service-based businesses by determining the sales level needed to cover costs and personal income.
3. Calculating break-even points for product-based businesses by determining the number of units that must be sold to cover direct costs and allocate indirect costs.
The document provides exercises for learners to practice calculating costs, break-even points, and pricing for different business scenarios.
Break-even analysis determines the sales volume needed to recover total costs. It examines the relationship between costs, sales, and profits. The break-even point is where total revenue equals total costs, resulting in no profit or loss. There are two types of break-even points: cash break-even considers debt payments, and income break-even considers required dividend payments. Break-even analysis can be used by managers to determine safety margins, target profits, the effects of price/cost changes, choice of production techniques, and plant expansion decisions.
4 the theory of the firm and the cost of productionMalinga Perera
The document discusses the theory of the firm and the cost of production. It defines the production function as the relationship between inputs and outputs. It classifies inputs as land, labor, and capital. It then discusses the mathematical representation of the production function and analyzes production in the short run and long run. It also discusses concepts like marginal product, diminishing marginal returns, total cost, average cost, marginal cost, revenue, and profit.
Firms face different costs in the short-run depending on their level of output. Total costs include total fixed costs, which do not vary with output, and total variable costs, which do vary with output. As a firm's output increases, average fixed costs decline due to spreading fixed costs over more units of output. Average variable costs and average total costs initially decline as well, but eventually begin increasing once diminishing returns set in. Marginal cost, the change in total costs from an additional unit of output, also increases once diminishing returns occur. Understanding how costs change with output level and productivity helps firms maximize profits.
Break-even analysis is used to determine the sales volume needed for a business to start making a profit. It calculates the fixed costs and variable costs per unit and determines the break-even point - the number of units that must be sold to cover total costs. It can help with pricing strategy, examining profitability impacts, and deciding sales quantities. Limitations include assuming fixed costs are constant and not accounting for changes in inventory or multi-product businesses. Break-even analysis should be distinguished from flexible budgets and standard costs which are concerned with cost components and control rather than the relationship between costs, revenues and sales volumes.
1. The document provides advice on drawing diagrams for exam questions, including making diagrams about 1/3 of an A4 page, keeping text separate from diagrams, clearly labeling axes and curves, and drawing diagrams at the appropriate technical level.
2. It then lists 15 common diagrams that may be included, such as the law of diminishing returns, fixed and variable costs, revenue curves, and imperfect competition models.
This document discusses key concepts in cost volume profit (CVP) analysis including:
1) CVP analysis explores the relationship between costs, revenue, volume and their impact on profits. It examines fixed costs, variable costs, semi-variable costs, contribution margin, break-even point, and profit-volume ratio.
2) Fixed costs remain the same for different production levels while variable costs change with output. The margin of safety is the difference between actual and break-even sales.
3) The profit-volume ratio measures the rate of change in profit due to changes in sales volume and can be calculated in different ways. Ratio analysis is used to evaluate liquidity, investment risk and returns, financial leverage, and
The document summarizes key concepts from a chapter on cost-volume-profit (CVP) analysis. It covers CVP assumptions and terminology, essential features of CVP analysis including determining the break-even point, incorporating income taxes into CVP, using CVP for decision making and sensitivity analysis, and adapting CVP for alternative cost structures. Examples are provided to illustrate calculating break-even units and revenues, conducting sensitivity analysis using spreadsheets, and evaluating different rental options for a software company using CVP analysis.
Sal and Mario's Pepperoni Delight Restaurant sells only pepperoni pizza. To understand their business finances, the document introduces key concepts like revenue, expenses, profit, fixed costs, and variable costs. It then explains the important concept of break-even point, where total revenue equals total expenses and profit is zero. The document provides an example of calculating break-even point for Sal and Mario's pizza business. It determines their break-even sales units as 1,273 pizzas and break-even sales dollars as $12,730. Understanding these financial fundamentals is important for successfully starting and running any business.
This document contains information about cost-volume-profit analysis, including:
- Definitions of key terms like contribution margin, break-even point, margin of safety, and degree of operating leverage.
- An example problem calculating these metrics for a company before and after changes in unit sales price, variable costs, fixed costs, and units sold.
- Explanations of how increasing or decreasing various costs and revenues can impact profit, break-even point, margin of safety, and degree of operating leverage.
- A graph illustrating the relationship between total sales, costs, and profit over different production levels.
Break-even analysis is used to predict future profits and losses and determine the break-even point, where total revenue equals total costs. There are two types of costs - variable costs that change with production and fixed costs that remain constant. To calculate break-even point, total costs (fixed + variable) are set equal to total revenue. This point is illustrated with a break-even chart and shows the quantity that must be sold to cover total costs without profit or loss. Above this point are profits and below are losses. Assumptions of the analysis include constant prices and costs and that all production will be sold. Limitations include difficulty identifying some cost types and assumptions of stability.
The document discusses long-run average cost (LAC) curves. It explains that in the long-run, all factors of production are variable and the LAC curve guides entrepreneurs on optimal plant size and output levels. The LAC curve is derived from short-run cost curves and is U-shaped, representing minimum unit costs for different output levels. Economies of scale may exist as costs fall with increasing output up to a point, after which diseconomies of scale can set in as costs begin rising again. The break-even point is where total revenue equals total costs and no economic profit is made.
Fundamentals of EconomicsA. Profit MaximizationProfit Maximi.docxbudbarber38650
Fundamentals of Economics
A. Profit Maximization
Profit Maximization is the determination of the best output in relation to price levels so that returns for the firm are maximized. A company usually has profit goals that must be reach, so various strategies such as reducing production costs, adjusting sale prices, and maximizing output levels are used.
A company should always use profit maximization methods, but these methods may negatively affect consumers if the method results in poor-quality product or higher prices.
Two main methods are use in profit maximization: a) Total Cost-Total Revenue Method and b) Marginal Cost-Marginal Revenue Method.
a) Total revenue to total cost
Total revenue less total cost is the profit, expressed as Π = TR – TC. Total revenue is the total amount of money the company receives from selling its products, or from other aspects of its business operations. Total cost is the sum of all aspects of the company’s production and operations, including non-monetary costs. Non-monetary costs include items that were not paid in cash but were incurred, like the time spent by the owner managing the business, or the equivalent cost of using the land or machineries of the owners, as if they are being rented.
If non-monetary costs will not be included in the computation of revenue, an accounting profit will result, but it will not be the actual economic profit. To obtain the economic profit, all explicit and implicit costs should be accounted for, including opportunity costs.
To find out how much profit the firm actually make, costs have to be determined. All the information can be derived from ATC. As ATC = TC/Q, so TC = ATC x Q. Profit maximization levels can be found by the simple multiplication and subtraction approach. Profit maximization = Total Revenue (TR) – Costs (C). (NEWLY ADDED)
Criterion Score:2.00
Comments on this criterion (optional): The submission explains Total Revenue and Total Cost.
However, the point at which profit maximization is reached and how it is recognized using total
revenue and total cost as criteria could not be located in the submission. Please revise and
resubmit.
b) Marginal revenue to marginal cost
Marginal revenue is the added revenue when one more unit of output is sold. The profit maximizing level of output for monopolists is arrived at after equating its marginal revenue and its marginal cost. This is also the same condition for profit maximization that a perfectly competitive firm uses in determining its output equilibrium level. Marginal revenue equals marginal cost is the condition firms in different market structures use in determining their profit maximizing level of output.
Marginal cost is the cost of the additional unit, or the cost of produce one more unit. It is hard to determine the exact cost of the last unit, but the average cost of a group of units can easily be calculated. The change in costs from a previous level is divided by the change in quantity fr.
The document discusses different types of costs that firms consider, including fixed costs, variable costs, average costs, marginal costs, and opportunity costs. It explains that opportunity costs should be included in economic costs, while sunk costs should be ignored for future decisions. Costs are categorized as fixed or variable. Total cost is the sum of fixed and variable costs. The relationship between average, marginal, and total costs is explored. Economies and diseconomies of scale as well as economies of scope are defined. The concepts of isocosts and isoquants are introduced to explain how firms can minimize costs of production for a given output level.
Institutional Net Lease Fund, Summary InformationDavid Wrubel
This document summarizes an investment opportunity in EGM Income & Growth Fund V, a real estate fund that invests in net lease assets leased to investment-grade tenants. The fund seeks to acquire single-tenant properties through direct purchases, sale-leasebacks, and build-to-suits to generate predictable cash flow. Current market conditions allow the fund to invest at attractive prices while targeting higher risk-adjusted returns than historical averages. The fund will invest between $10 million and $200 million across various asset classes and property types leased to a diverse portfolio of investment-grade tenants.
The break-even point is the level of output or sales where total revenue equals total costs. It indicates the minimum quantity of goods that must be sold to cover total fixed and variable costs without a profit or loss. The formula for calculating the break-even point is: Break-even point = Fixed costs / Contribution margin per unit. Contribution margin is the selling price per unit minus the variable costs per unit. An example is provided to demonstrate calculating the break-even point in units and comparing sales to the break-even point in a monthly profit and loss statement.
Chapter 9 marginal and absorption costingJibranSheikh4
This document provides an overview of marginal and absorption costing concepts. It defines key terms like marginal cost, contribution, fixed costs, and absorption costing. The summary explains that marginal costing values inventory at variable costs while absorption costing uses full production costs, leading to different profit calculations. Examples are provided to illustrate how profits reported under the two methods can reconcile when inventory levels change from period to period.
1. Calculate contribution margin per customer as average revenue ($8) minus average variable cost ($3), which is $5.
2. Calculate break-even point in customers as fixed costs ($450,000) divided by contribution margin per customer ($5), which is 90,000 customers.
3. Calculate taxable income as contribution margin ($5 per customer) times number of customers minus fixed costs ($450,000).
4. Calculate income taxes as 30% of taxable income.
5. Calculate net income as taxable income minus income taxes.
This document discusses cost-volume-profit (CVP) analysis and its application to a case study of a business owner, Mary Frost, considering whether to rent a booth at a computer convention to sell software packages. CVP analysis examines how total revenues, costs, and operating income are affected by changes in units sold, price, variable costs, or fixed costs. The document outlines the steps Mary should take to identify uncertainties, gather information, make predictions, evaluate alternatives by calculating operating income at different sales levels, and later evaluate actual performance to inform future decisions.
The document provides information about various project appraisal techniques used to evaluate capital investment projects. It defines break-even point and provides the formula to calculate it. It also discusses time value of money concepts like future value, present value, annuity, perpetuity, sinking fund etc. Different discounted cash flow methods like net present value, internal rate of return, profitability index are introduced. Non-discounted methods like payback period and accounting rate of return are also covered briefly.
1) The document discusses cost-volume-profit (CVP) analysis, which is used to determine the break-even point where revenues and expenses are equal.
2) It provides examples of how to calculate the break-even point using the equation approach, contribution margin approach, and contribution margin ratio for a surfboard company.
3) Graphs are used to illustrate the relationships between costs, sales, and profits at different production volumes.
Cost-volume-profit analysis examines how changes in costs and sales volume affect a company's profit. It helps management make decisions about pricing, production levels, and facility choice. It shows how volume impacts total costs and profits. Key assumptions are accurate classification of fixed and variable costs and linear relationships. The breakeven point is where sales revenue equals total costs, with no profit or loss. Margin of safety is the difference between actual and breakeven sales levels, indicating a business's soundness.
This document discusses calculating unit costs and break-even points for businesses. It provides examples of:
1. Calculating unit costs by determining direct costs like materials and labor, as well as allocating indirect costs like overhead.
2. Calculating break-even points for service-based businesses by determining the sales level needed to cover costs and personal income.
3. Calculating break-even points for product-based businesses by determining the number of units that must be sold to cover direct costs and allocate indirect costs.
The document provides exercises for learners to practice calculating costs, break-even points, and pricing for different business scenarios.
Break-even analysis determines the sales volume needed to recover total costs. It examines the relationship between costs, sales, and profits. The break-even point is where total revenue equals total costs, resulting in no profit or loss. There are two types of break-even points: cash break-even considers debt payments, and income break-even considers required dividend payments. Break-even analysis can be used by managers to determine safety margins, target profits, the effects of price/cost changes, choice of production techniques, and plant expansion decisions.
4 the theory of the firm and the cost of productionMalinga Perera
The document discusses the theory of the firm and the cost of production. It defines the production function as the relationship between inputs and outputs. It classifies inputs as land, labor, and capital. It then discusses the mathematical representation of the production function and analyzes production in the short run and long run. It also discusses concepts like marginal product, diminishing marginal returns, total cost, average cost, marginal cost, revenue, and profit.
Firms face different costs in the short-run depending on their level of output. Total costs include total fixed costs, which do not vary with output, and total variable costs, which do vary with output. As a firm's output increases, average fixed costs decline due to spreading fixed costs over more units of output. Average variable costs and average total costs initially decline as well, but eventually begin increasing once diminishing returns set in. Marginal cost, the change in total costs from an additional unit of output, also increases once diminishing returns occur. Understanding how costs change with output level and productivity helps firms maximize profits.
Break-even analysis is used to determine the sales volume needed for a business to start making a profit. It calculates the fixed costs and variable costs per unit and determines the break-even point - the number of units that must be sold to cover total costs. It can help with pricing strategy, examining profitability impacts, and deciding sales quantities. Limitations include assuming fixed costs are constant and not accounting for changes in inventory or multi-product businesses. Break-even analysis should be distinguished from flexible budgets and standard costs which are concerned with cost components and control rather than the relationship between costs, revenues and sales volumes.
1. The document provides advice on drawing diagrams for exam questions, including making diagrams about 1/3 of an A4 page, keeping text separate from diagrams, clearly labeling axes and curves, and drawing diagrams at the appropriate technical level.
2. It then lists 15 common diagrams that may be included, such as the law of diminishing returns, fixed and variable costs, revenue curves, and imperfect competition models.
This document discusses key concepts in cost volume profit (CVP) analysis including:
1) CVP analysis explores the relationship between costs, revenue, volume and their impact on profits. It examines fixed costs, variable costs, semi-variable costs, contribution margin, break-even point, and profit-volume ratio.
2) Fixed costs remain the same for different production levels while variable costs change with output. The margin of safety is the difference between actual and break-even sales.
3) The profit-volume ratio measures the rate of change in profit due to changes in sales volume and can be calculated in different ways. Ratio analysis is used to evaluate liquidity, investment risk and returns, financial leverage, and
The document summarizes key concepts from a chapter on cost-volume-profit (CVP) analysis. It covers CVP assumptions and terminology, essential features of CVP analysis including determining the break-even point, incorporating income taxes into CVP, using CVP for decision making and sensitivity analysis, and adapting CVP for alternative cost structures. Examples are provided to illustrate calculating break-even units and revenues, conducting sensitivity analysis using spreadsheets, and evaluating different rental options for a software company using CVP analysis.
Sal and Mario's Pepperoni Delight Restaurant sells only pepperoni pizza. To understand their business finances, the document introduces key concepts like revenue, expenses, profit, fixed costs, and variable costs. It then explains the important concept of break-even point, where total revenue equals total expenses and profit is zero. The document provides an example of calculating break-even point for Sal and Mario's pizza business. It determines their break-even sales units as 1,273 pizzas and break-even sales dollars as $12,730. Understanding these financial fundamentals is important for successfully starting and running any business.
This document contains information about cost-volume-profit analysis, including:
- Definitions of key terms like contribution margin, break-even point, margin of safety, and degree of operating leverage.
- An example problem calculating these metrics for a company before and after changes in unit sales price, variable costs, fixed costs, and units sold.
- Explanations of how increasing or decreasing various costs and revenues can impact profit, break-even point, margin of safety, and degree of operating leverage.
- A graph illustrating the relationship between total sales, costs, and profit over different production levels.
Break-even analysis is used to predict future profits and losses and determine the break-even point, where total revenue equals total costs. There are two types of costs - variable costs that change with production and fixed costs that remain constant. To calculate break-even point, total costs (fixed + variable) are set equal to total revenue. This point is illustrated with a break-even chart and shows the quantity that must be sold to cover total costs without profit or loss. Above this point are profits and below are losses. Assumptions of the analysis include constant prices and costs and that all production will be sold. Limitations include difficulty identifying some cost types and assumptions of stability.
The document discusses long-run average cost (LAC) curves. It explains that in the long-run, all factors of production are variable and the LAC curve guides entrepreneurs on optimal plant size and output levels. The LAC curve is derived from short-run cost curves and is U-shaped, representing minimum unit costs for different output levels. Economies of scale may exist as costs fall with increasing output up to a point, after which diseconomies of scale can set in as costs begin rising again. The break-even point is where total revenue equals total costs and no economic profit is made.
Fundamentals of EconomicsA. Profit MaximizationProfit Maximi.docxbudbarber38650
Fundamentals of Economics
A. Profit Maximization
Profit Maximization is the determination of the best output in relation to price levels so that returns for the firm are maximized. A company usually has profit goals that must be reach, so various strategies such as reducing production costs, adjusting sale prices, and maximizing output levels are used.
A company should always use profit maximization methods, but these methods may negatively affect consumers if the method results in poor-quality product or higher prices.
Two main methods are use in profit maximization: a) Total Cost-Total Revenue Method and b) Marginal Cost-Marginal Revenue Method.
a) Total revenue to total cost
Total revenue less total cost is the profit, expressed as Π = TR – TC. Total revenue is the total amount of money the company receives from selling its products, or from other aspects of its business operations. Total cost is the sum of all aspects of the company’s production and operations, including non-monetary costs. Non-monetary costs include items that were not paid in cash but were incurred, like the time spent by the owner managing the business, or the equivalent cost of using the land or machineries of the owners, as if they are being rented.
If non-monetary costs will not be included in the computation of revenue, an accounting profit will result, but it will not be the actual economic profit. To obtain the economic profit, all explicit and implicit costs should be accounted for, including opportunity costs.
To find out how much profit the firm actually make, costs have to be determined. All the information can be derived from ATC. As ATC = TC/Q, so TC = ATC x Q. Profit maximization levels can be found by the simple multiplication and subtraction approach. Profit maximization = Total Revenue (TR) – Costs (C). (NEWLY ADDED)
Criterion Score:2.00
Comments on this criterion (optional): The submission explains Total Revenue and Total Cost.
However, the point at which profit maximization is reached and how it is recognized using total
revenue and total cost as criteria could not be located in the submission. Please revise and
resubmit.
b) Marginal revenue to marginal cost
Marginal revenue is the added revenue when one more unit of output is sold. The profit maximizing level of output for monopolists is arrived at after equating its marginal revenue and its marginal cost. This is also the same condition for profit maximization that a perfectly competitive firm uses in determining its output equilibrium level. Marginal revenue equals marginal cost is the condition firms in different market structures use in determining their profit maximizing level of output.
Marginal cost is the cost of the additional unit, or the cost of produce one more unit. It is hard to determine the exact cost of the last unit, but the average cost of a group of units can easily be calculated. The change in costs from a previous level is divided by the change in quantity fr.
The document discusses different types of costs that firms consider, including fixed costs, variable costs, average costs, marginal costs, and opportunity costs. It explains that opportunity costs should be included in economic costs, while sunk costs should be ignored for future decisions. Costs are categorized as fixed or variable. Total cost is the sum of fixed and variable costs. The relationship between average, marginal, and total costs is explored. Economies and diseconomies of scale as well as economies of scope are defined. The concepts of isocosts and isoquants are introduced to explain how firms can minimize costs of production for a given output level.
The document provides an explanation of the five OECD transfer pricing methods: comparable uncontrolled price method, resale price method, cost plus method, profit split method, and transactional net margin method. It describes the key steps and considerations for each method. Specifically, it explains that the comparable uncontrolled price method compares prices in controlled and uncontrolled transactions, while the resale price method, cost plus method, and transactional net margin method make adjustments based on profit margins in uncontrolled transactions. The profit split method allocates combined profits between associated enterprises.
The document discusses key concepts related to long-run average cost curves including:
- In the long-run, all factors of production are variable and firms can choose different plant sizes. The long-run average cost curve is U-shaped and envelopes short-run average cost curves.
- The long-run marginal cost curve is derived from the intersection of short-run marginal cost curves and the long-run average cost curve.
- Cost-volume-profit analysis uses the long-run average cost curve to determine the output level needed to break even or achieve a target profit level.
- Economies of scale exist when long-run average costs fall as output increases due to factors like financial, technical
The document summarizes key concepts in break-even analysis (CVP analysis). It defines break-even point as the level of sales where total revenue equals total costs, meaning no profit or loss. It provides formulas to calculate break-even volume, contribution ratio, break-even revenue, margin of safety, and number of units to achieve a target profit. Example problems demonstrate using these formulas and how to interpret break-even and profit-volume charts. The document also discusses applying CVP analysis to multiple products.
Cost-volume-profit (CVP) analysis is a technique used to analyze the relationship between costs, volume, and profits. It uses linear equations to model how total costs and revenues change with production volume. CVP breaks down costs into fixed and variable components and calculates the break-even point, where total revenues equal total costs. It also determines the contribution margin of each unit and how many units must be sold to cover fixed costs. CVP analysis is useful for short-term decision making but assumes costs and prices remain constant, which limits its effectiveness for long-term planning.
Cost and production analysis - Cost concepts – Cost and output relationship - cost control – Short run and Long run - cost functions - production functions – Break-even analysis - Economies scale of production.
The document discusses concepts related to marginal costing including:
1) The definition of marginal cost as the change in total cost from producing one additional unit of output.
2) Formulas used in marginal costing like marginal cost, contribution, profit volume ratio, and break-even point.
3) The advantages of using marginal costing and break-even analysis for managerial decision making regarding production levels and product profitability.
The document summarizes an equity valuation of The Walt Disney Company conducted by Sonali Jain. The valuation uses a discounted cash flow model and multiples valuation.
The DCF model involves forecasting Disney's earnings over 5 years, estimating cash flows by calculating items like depreciation, capital expenditures and working capital requirements. It also estimates Disney's discount rate and calculates the terminal value.
A multiples valuation is also conducted using metrics like P/E, EV/EBITDA compared to competitors. Sensitivity analysis is performed on the discount rate and growth rate.
The conclusion notes limitations of the DCF model and importance of understanding the company's fundamentals over precision of methods used.
Cost and Management Accounting II Chapter 1.pdfalemayehu73
CVP (cost-volume-profit) analysis is a tool that examines the relationship between a firm's costs, volume of production/sales, and profits. It can be used to determine the break-even point, which is when total revenue equals total costs. There are three methods for conducting a CVP analysis: contribution margin approach, equation approach, and graphical approach. The document provides examples of how to use the equation and contribution margin approaches to calculate a company's break-even point in units and dollars. Key assumptions of the CVP model include constant costs and sales, no changes in production capacity, and equal sales and production levels.
The document discusses different types of costs that a firm considers when determining production levels, including:
- Fixed costs that do not vary with output. Variable costs vary with output levels. Total costs are the sum of fixed and variable costs.
- Average costs include average fixed cost, average variable cost, and average total cost. Marginal cost is the change in total cost from producing one additional unit.
- Opportunity costs represent the value of the next best alternative forgone. Implicit costs do not involve direct payments but represent foregone opportunities.
- Cost functions determine how costs change with output and allow firms to allocate resources and set prices efficiently. Short-run and long-run cost functions are discussed.
Marginal cost is the change in aggregate costs from increasing or decreasing output by one unit. Marginal costing involves differentiating between fixed and variable costs. Absorption costing includes all costs, resulting in different unit costs at different output levels, while marginal costing only includes variable costs. Cost-volume-profit analysis uses marginal costing concepts like contribution margin, break-even point, and margin of safety to aid managerial decision making regarding pricing, production levels, and profit planning.
CVP (cost-volume-profit) analysis examines the relationships between costs, volume, and profit. It is a useful short-term planning tool for decision making. Key elements include break-even point, contribution margin, and profit-volume charts. CVP assumes fixed costs are constant at all activity levels and unit variable costs are also constant. It can be applied to single or multiple products if they have a fixed sales mix. The document provides an example CVP analysis for a company with three hair product lines.
Costs and its types - Fixed, Variable, Marginal and TotalTakshila Learning
Costs and its types – Fixed, Variable, Marginal and Total – CA, CMA Foundation, CS Executive, and Class 12 Economics. Distinguish between fixed cost and variable cost The amount of money spent by a firm on the production of goods is called cost Costs are classified into fixed, variable marginal, and total
Break even analysis- A Comprehensive and Clear DescriptionShyama Shankar
Break-even analysis is one of the most important concepts in management-accounting that enables the management to calculate production costs accurately and avoid wastage. It relates volume with profits at different levels and helps the company to fix price accordingly.
Marginal costing is used to determine the cost of producing one extra unit of output. It involves separating total costs into fixed and variable components. Marginal cost is equal to variable cost and includes direct materials, direct labor, direct expenses, and variable overheads. Marginal costing is helpful for industries for profit planning, cost control, and decision-making. Key terms include contribution, which is sales minus variable cost, and P/V ratio, which expresses the relationship between contribution and sales as a percentage. The break-even point is the level of output where total revenue equals total cost, indicating no profit or loss.
2. Breakeven Analysis
Learning Outcomes
Breakeven analysis
Breakeven analysis is a technique used by businesses such
as Zoom Airlines to estimate the minimum output they
At the end of this unit students should be need to produce and sell in order to survive in the industry.
able to: To conduct a breakeven analysis, firms need to compare
their sales revenue with their total costs over a range of
• Calculate the margin of safety.
output and calculate the break even point.
• Explain the term breakeven point;
• Distinguish between fixed and variable costs; The breakeven point for a company such as Zoom airlines is
• Calculate the breakeven point both graphically and the point at which it sells exactly the right number of seats
by formula; and other products so that its sales revenue is exactly equal
• Sketch and label a breakeven chart; and to its total cost. At the breakeven point the firm makes
neither a profit nor a loss.
Businesses use breakeven analysis to:
Setting the Scene
• Calculate how many goods they need to sell to make an
acceptable profit.
Zoom Airlines suspend all flights • Calculate the level of costs that can be borne by the
company – Zoom airlines calculated that they could not
Transatlantic budget carrier Zoom Airlines has suspended all
survive if fuel went above $140 per barrel.
flights and is applying to go into administration. Thousands of
passengers due to fly with Zoom have been told to rebook with • Calculate how much they need to charge for their
other carriers, and to contact credit or debit card issuers about goods.
refunds.
• Calculate how changes in price affect their profits and
break even point.
UK-Canadian Zoom blamed its problems on the “horrendous”
price of jet fuel - which had added over £27m to annual fuel
bills - and the economic slowdown.
Calculating the breakeven point
The rising cost of oil - which topped $147 a barrel in July - has
To conduct a breakeven analysis and calculate the
led to aviation fuel bills soaring.
breakeven point a firm must first consider its total revenue,
its fixed costs, its variable costs and its total costs.
“They had based their business model on oil prices of
about $70 or $80,” said Simon Calder, travel editor of The Total Revenue (TR) is the income the firm receives from
Independent. “Once it topped $140 they simply could not selling its products. It is calculated by multiplying the price
survive as they were no longer able to breakeven.” of the product by the quantity sold. For example if Zoom
Airlines sold 1000 seats at £50 each, then its total revenue
Zoom, which began flying in 2001, employed 450 staff in is £50,000. On a graph the total revenue curve would slope
Canada and 260 staff in the UK. It operated flights from upwards from left to right and would start at the origin.
London Gatwick, Glasgow, Manchester, Cardiff and Belfast, as
well as Paris and Rome. Fixed Costs (FC) are those business costs that are not
directly related to the level of production or output. They
are called fixed since they do change as output levels
change. Business rent and rates are examples of fixed costs
since they will have to be paid whether the firm produces
nothing or produces at full capacity. On a graph the fixed
cost curve would be a horizontal line which would start
above the origin.
3. Variable Costs (VC) are costs which vary directly with the Breakeven chart
level of output. If output is zero then variable costs are zero
One way to calculate the breakeven point is to draw a
but as output increases so to do variable costs. An example
breakeven chart. On a breakeven chart the firm will plot its
of a variable cost for Zoom Airlines would be its fuel costs.
total revenue, total cost and fixed cost curves.
The more seats it sells the more fuel is needed to fly the
plane. Other examples of variable costs include workers The diagram below shows a breakeven chart for a typical
wages and electricity charges. On a graph the variable cost firm. The vertical axis shows the total revenue received from
curve is drawn as a straight line sloping upwards from the selling each level of output and the total cost of producing
origin. each level of output. The horizontal axis shows the quantity
of output sold.
Total Cost (TC) is calculated by adding the fixed costs and
the variable costs of the business together. On a graph the TR/TC
total cost curve is a diagonal line which has the same slope
as the variable cost curve, but which starts at the level of
Total
fixed cost and not at the origin. This is because even at zero Revenue
40
output the firm has to pay its fixed costs therefore its total
costs will never fall below its fixed costs. Breakeven Point Profit Total
Cost
The following illustrates how these three cost curves are
shown on a graph. 20
Fixed
Total Costs
Total Revenue Cost Loss
& Total Costs Margin of Safety
Variable Units
Costs 3 6 Sold (#)
40
We can see from the diagram above that the breakeven
point (the point where TR =TC) occurs when the firm sells 3
units.
20 If actual sales are below this breakeven point then the
Fixed firm will be making a loss. If actual sales are above this
Costs
breakeven point then the firm will be making a profit.
Units The actual amount of any profit or loss is shown by the
3 Sold (#)
6 vertical distance between the total cost and total revenue
curves.
Activity: Fixed & Variable
Costs Margin of safety
In the table below indicate which costs are fixed and which The margin of safety is the difference between the current
are variable by placing a tick in the appropriate box. level of output and the breakeven level of output. It
represents the number of units that output can fall by
Cost Fixed Variable before the business makes a loss. In the diagram above if
the actual level of output is 6 units then the margin of safety
Mortgage is 3 units of output.
Rates Calculating the breakeven point by formula
Telephone Another way to calculate the breakeven point is to use the
following formula
Raw materials
Total fixed costs
Electricity
Breakeven point =
Managers’ salaries Contribution Selling price – variable cost per unit
Workers wages For example, let’s assume a producer is selling shoes at £30
per pair. He has total fixed costs of £20,000 and his variable
Interest payments on loans
costs per pair of shoes of £5. To calculate the breakeven
Advertising point we put this information into the above formula.
4. £20,000
Breakeven point =
£25 (£30 - £5) Key Terms
We find that the breakeven point 800 pairs of shoes.
• The breakeven point is the point at which sales
revenue is exactly equal to total cost. At the
Activity: Pete’s Pizza Slices breakeven point the firm makes neither a profit nor a
loss.
Peter Smith has just opened his pizza slice shop in Belfast. • Total Revenue is the income the firm receives from
He wants to calculate how many pizzas he will have to sell selling its products. It is calculated by multiplying the
each month in order to breakeven. He has calculated his price of the product by the quantity sold.
monthly fixed costs to be £2,000 and his variable costs to
• Fixed Costs are those business costs that are not
be £0.20 per pizza slice. Pete sells his pizza slices for £1 per
directly related to the level of production or output.
slice.
Examples include managers salaries and interest
1. Using the information above complete the following payments on loans.
table. The first row is done for you.
• Variable Costs are costs which vary directly with the
Number Total Fixed Variable Total Profit level of output. Examples include workers wages and
of pizza revenue costs costs costs /Loss raw material costs.
slices sold (TR-TC)
• Total Cost is calculated by adding the fixed costs and
0 0 2000 0 2000 -2000
the variable costs of the business together.
500
• The margin of safety is the difference between the
1000 current level of output and the breakeven level of
1500 output.
2000
2500
Revision questions
3000
3500 1. Explain the difference between fixed and variable
costs.
2. Use the information in the table above to plot a
2. Explain what is meant by the breakeven point.
breakeven chart. On this chart you should clearly
label: 3. Give 3 reasons why a firm would conduct a breakeven
analysis.
• The vertical and horizontal axis.
4. Sketch and label a breakeven chart for a typical
• The TR, TC and FC curves.
business.
• The breakeven point.
5. Explain the difference between a profit and a loss.
• The area of profit and loss.
6. Explain what is meant by the margin of safety.
3. Calculate the margin of safety if Pete sells 3,500 pizza
slices each month and put it on the graph.
4. Use the formula given in the notes above to calculate
how the breakeven point and the margin of safety
would change if Pete increased his price to £1.20 per
slice.