The document contains a series of math problems to be resolved. It provides sets of numbers and variables and calculates their sums, products, and quotients in order to determine values for the variables.
The document contains multiple math word problems involving addition, subtraction, multiplication and division. It provides the equations and asks the reader to solve for the unknown values. The problems cover a range of operations with whole numbers from single to multiple digits.
The maximum area of the fenced enclosure is 300 sqm when the width of each pen is 10m and the overall length is 30m.
The maximum daily profit of $19,600 for the amusement park is achieved when the admission price is increased to $14.
The maximum area of the triangle is 21.125 sqcm when the height is 6.5cm, which makes the base also 6.5cm.
The document explains how to multiply and divide numbers by powers of ten through moving the digits in a number left or right. Multiplying by 10, 100 or 1000 moves the digits left by 1, 2 or 3 spaces respectively. Dividing by 10, 100 or 1000 moves the digits right by 1, 2 or 3 spaces respectively. It provides examples of multiplying and dividing various numbers by 10, 100 and 1000.
The document defines 24 trigonometric functions with their domains and ranges. For each function, the domain and range are provided. The most common domains are (-∞, +∞) and the most common ranges are [-1, +1]. A few functions have different domains that exclude specific values like multiples of pi. But overall, the document concisely defines 24 trigonometric functions with their domains and ranges.
The document provides links to video lectures on multiplication techniques involving bases of 10, 20, and 50. It also includes videos on multiplying multi-digit numbers. There are also sections on division, approximation, ratio comparison, squaring numbers using different bases, cubing numbers, and some miscellaneous math problems. The document serves as a reference for learning different multiplication, division, and number operations through online video tutorials.
Noise detection from the signal matlab code, Signal Diagnosis Bharti Airtel Ltd.
This document describes Experiment 10 conducted by Shyamveer Singh. The aim of the experiment was to detect the original signal from a noisy signal. The input was a noisy signal and the output was the noise-free signal. The experiment involved generating a noisy signal by adding noise to an original signal, plotting the original and noisy signals, applying a filter to remove noise from the noisy signal, and plotting the filtered signal. Fourier transforms were also applied to analyze the signals in the frequency domain.
This document discusses how a consumer's utility is affected by changes in prices due to taxes. It analyzes the consumer theory concepts of utility maximization, budget constraints, indifference curves, and optimal consumption bundles. Specifically, it examines a person named Sally who faces a tax on petrol. It shows that the tax increases the price of petrol, lowers her optimal petrol consumption from 100 to 75 liters, and reduces her maximum utility from 122.47 to 106.06. Providing Sally with a $50 benefit would allow her to regain her original utility level by consuming an additional 25 liters of petrol.
The document discusses whole numbers and their properties. It defines the set of whole numbers Z as including both natural and negative numbers. It discusses the signs, absolute values, and opposites of whole numbers. It also covers the rules for addition, subtraction, multiplication, and division of whole numbers, as well as the order of operations. There are examples provided for each concept. The document ends with activities involving using whole numbers to describe real-world situations and lists online resources for further information.
The document contains multiple math word problems involving addition, subtraction, multiplication and division. It provides the equations and asks the reader to solve for the unknown values. The problems cover a range of operations with whole numbers from single to multiple digits.
The maximum area of the fenced enclosure is 300 sqm when the width of each pen is 10m and the overall length is 30m.
The maximum daily profit of $19,600 for the amusement park is achieved when the admission price is increased to $14.
The maximum area of the triangle is 21.125 sqcm when the height is 6.5cm, which makes the base also 6.5cm.
The document explains how to multiply and divide numbers by powers of ten through moving the digits in a number left or right. Multiplying by 10, 100 or 1000 moves the digits left by 1, 2 or 3 spaces respectively. Dividing by 10, 100 or 1000 moves the digits right by 1, 2 or 3 spaces respectively. It provides examples of multiplying and dividing various numbers by 10, 100 and 1000.
The document defines 24 trigonometric functions with their domains and ranges. For each function, the domain and range are provided. The most common domains are (-∞, +∞) and the most common ranges are [-1, +1]. A few functions have different domains that exclude specific values like multiples of pi. But overall, the document concisely defines 24 trigonometric functions with their domains and ranges.
The document provides links to video lectures on multiplication techniques involving bases of 10, 20, and 50. It also includes videos on multiplying multi-digit numbers. There are also sections on division, approximation, ratio comparison, squaring numbers using different bases, cubing numbers, and some miscellaneous math problems. The document serves as a reference for learning different multiplication, division, and number operations through online video tutorials.
Noise detection from the signal matlab code, Signal Diagnosis Bharti Airtel Ltd.
This document describes Experiment 10 conducted by Shyamveer Singh. The aim of the experiment was to detect the original signal from a noisy signal. The input was a noisy signal and the output was the noise-free signal. The experiment involved generating a noisy signal by adding noise to an original signal, plotting the original and noisy signals, applying a filter to remove noise from the noisy signal, and plotting the filtered signal. Fourier transforms were also applied to analyze the signals in the frequency domain.
This document discusses how a consumer's utility is affected by changes in prices due to taxes. It analyzes the consumer theory concepts of utility maximization, budget constraints, indifference curves, and optimal consumption bundles. Specifically, it examines a person named Sally who faces a tax on petrol. It shows that the tax increases the price of petrol, lowers her optimal petrol consumption from 100 to 75 liters, and reduces her maximum utility from 122.47 to 106.06. Providing Sally with a $50 benefit would allow her to regain her original utility level by consuming an additional 25 liters of petrol.
The document discusses whole numbers and their properties. It defines the set of whole numbers Z as including both natural and negative numbers. It discusses the signs, absolute values, and opposites of whole numbers. It also covers the rules for addition, subtraction, multiplication, and division of whole numbers, as well as the order of operations. There are examples provided for each concept. The document ends with activities involving using whole numbers to describe real-world situations and lists online resources for further information.
This document defines functions to calculate various probability bounds for binomial distributions. It generates random binomial samples, calculates upper bounds on tail probabilities using Chernoff, Hoeffding, Markov, and Chebyshev bounds, and plots the results. It finds that numerically, P(|X-n/2|>=sqrt(n)/2) approaches 1/2 and P(X>=(n+sqrt(n))/2) approaches 1/4 for large n. It also compares the Chebyshev and Hoeffding bounds for various values of x.
This document describes an iterative bisection method to find the root of the function 2 * sin(x) + cos(2x) between an initial range. Over 17 iterations, it narrows down the range of r from [4.712389, 6.283185] to [5.908415, 5.908463] by bisection with an allowed error of 1 x 10-5.
This document contains sample optimization problems related to profit maximization for a firm. It includes questions about finding the profit-maximizing output level given total revenue and cost functions, the impact of subsidies, and the output level that maximizes total revenue. It also provides examples of determining the profit-maximizing level of output, average cost function, and minimum average cost given total cost functions, as well as finding the output level where average cost is minimized and the corresponding marginal cost.
This document summarizes key concepts from Chapter 2 on introduction to optimization and linear programming. It discusses how linear programming models can have multiple optimal solutions and how the optimal solution may occur at non-integer points. It also provides examples of linear programming problems involving maximizing or minimizing objectives subject to constraints, and discusses interpreting solutions and sensitivity analysis.
The sign is attached to a hinge at two points 1m and 3m from the hinge. It weighs 50kg. Using torque equations accounting for the weight and tension forces at each attachment point, the tension in the cable is calculated to be 408N. From this, the horizontal and vertical forces on the hinge are calculated to be 245N and 163N respectively.
1) The document provides examples and instructions for modeling and solving linear programming problems in a spreadsheet. It discusses best practices for setting up the spreadsheet model and provides sample problems with solutions.
2) Section 3 provides an example problem involving TV and magazine ads with a maximum profit of $775,000.
3) The document contains 24 sections that provide sample linear programming problems of varying sizes and complexity along with the spreadsheet files containing the solutions.
This document summarizes 18 problems involving integer linear programming. The problems cover topics such as locating optimal extreme points, minimizing/maximizing objective functions subject to constraints, allocating resources between suppliers and demand, and cutting stock problems. For each problem the document provides the formulation, identifies the optimal solution found using a solver, and sometimes notes key binding constraints.
The document discusses Boolean equi-propagation, an approach for optimizing SAT encodings of constraint satisfaction problems (CSPs). It involves inferring new equalities from constraints and simplifying the model. This allows representing problem structures directly and compactly in conjunctive normal form (CNF). Examples show how equi-propagation simplifies models by removing variables for all-different and bit-sum constraints. Experiments demonstrate the approach generates small CNFs for balanced incomplete block designs and Nonogram puzzles.
(i) The derivative of an exponential function with base e and variable x is the same exponential function multiplied by the derivative of x, which is 1.
(ii) To take the derivative of an exponential function raised to a power, use the power rule and multiply the derivative of the exponential by the power.
(iii) When adding exponential functions with the same base, the derivatives are added separately and the sums are multiplied by the common exponential term.
The document discusses functions, sequences, logarithms, and sets. It defines functions as f(x)= and f(x)=2 and discusses V-shape and U-shape functions. It presents the sequence an=a1+(n-1)d and calculates the number of terms. It compares logarithms of different bases and determines an inequality is true. It defines sets A and B and operations including intersection, union, difference.
The document discusses positional number systems such as decimal, binary, hexadecimal, and octal. It explains that in a positional number system, the value of a number is determined by the place value of its digits. For example, in the decimal number 325, the 3 is worth 3*100=300, the 2 is worth 2*10=20, and the 5 is worth 5*1=5, so their sum is 325. The document then explains how to convert between decimal, binary, hexadecimal, and octal representations using place value and by grouping binary digits into fixed-width blocks.
The document provides rules and examples for differentiation and integration. It includes:
1. Rules for differentiation including the power rule, product rule, and quotient rule. Examples are provided to demonstrate applying each rule.
2. Integration rules including the power rule for integration and rules for definite integrals. Examples show evaluating definite integrals using substitutions and partitions of the interval.
3. Applications of differentiation and integration in economics, including revenue and cost functions. Marginal functions are derived from total functions.
4. The definition of an indefinite integral as the anti-derivative. The fundamental theorem of calculus links definite and indefinite integrals.
This document contains code to plot three graphs of velocity (v) over time (t). The first graph models velocity increasing according to an exponential function. The second graph models decreasing velocity with an exponential function. The third graph models increasing then decreasing velocity using two exponential terms and a linear term.
This document introduces common number systems used in computer science, including decimal, binary, octal, and hexadecimal. It discusses how computers use binary to represent quantities and how to convert between number bases. Key topics covered include counting in binary, converting between decimal and binary, binary addition and multiplication, common powers of 2 used in computing, and representing fractions in binary.
The document summarizes the Count-Min Sketch algorithm for estimating frequencies in a data stream. It maintains a 2D table of counters that are incremented based on hash functions applied to elements. This allows estimating a frequency as the minimum of related counters. It uses O(1/ε log 1/δ) memory and provides an ε-approximate frequency estimate with probability 1-δ. The document also describes how Count-Min Sketch can be applied to problems like range queries, quantiles, and finding heavy hitters in the stream.
This document summarizes research on simulating the game of roulette through code implementation. It explores calculating the average frequency of various outcomes like a number occurring twice or thrice in a row. The research involved coding the simulation in Pascal and tracking metrics like longest runs of evens/odds as the number of spins increased. Challenges included limitations of Pascal and array size. Results were presented in tables and charts showing how averages and frequencies changed with more spins. The conclusion discusses lessons learned and possibilities for future work improving the implementation.
The document provides instructions for several tasks in MATLAB and Simulink. It includes finding the roots of polynomials using MATLAB, performing operations on polynomials such as addition and subtraction, and modeling transfer functions and differential equations in Simulink. For each task, it shows the relevant code, MATLAB/Simulink models, and output responses. It also includes comments analyzing the step and impulse responses.
Syed Ubaid Ali Jafri has described cryptography technique in this document.techniques involve Ceaser Cipher, Play Fair Cipher, Transpotation technique, Subsitution Technique, DES Technique
Este documento es una constancia de matrícula que detalla los datos de una estudiante, Shirley Medina Medina, en la Escuela de Derecho. La constancia lista las 6 asignaturas en las que Medina se ha matriculado para el período, incluyendo Seminario de Jurisprudencia Penal, Derecho Comercial 3: Sociedades 1, y Derecho Notarial. El total de créditos para el período es de 21.
Padre joão afonso é uma pequena comunidademascote123
Padre João Afonso é uma vila de 1.500 habitantes fundada em 1914 no interior de Minas Gerais. A economia local é baseada na agricultura, pecuária e turismo proveniente do Parque Estadual Serra Negra. A vila possui escolas, posto de saúde, associação rural e eventos culturais como desfiles e festas religiosas.
O documento contém um conjunto de exercícios matemáticos simples, incluindo adição, subtração, comparação e preenchimento de tabelas. Os exercícios envolvem números de 1 a 3000 e perguntas sobre quantidades de peixes e cravos antes e depois de venda ou corte.
This document defines functions to calculate various probability bounds for binomial distributions. It generates random binomial samples, calculates upper bounds on tail probabilities using Chernoff, Hoeffding, Markov, and Chebyshev bounds, and plots the results. It finds that numerically, P(|X-n/2|>=sqrt(n)/2) approaches 1/2 and P(X>=(n+sqrt(n))/2) approaches 1/4 for large n. It also compares the Chebyshev and Hoeffding bounds for various values of x.
This document describes an iterative bisection method to find the root of the function 2 * sin(x) + cos(2x) between an initial range. Over 17 iterations, it narrows down the range of r from [4.712389, 6.283185] to [5.908415, 5.908463] by bisection with an allowed error of 1 x 10-5.
This document contains sample optimization problems related to profit maximization for a firm. It includes questions about finding the profit-maximizing output level given total revenue and cost functions, the impact of subsidies, and the output level that maximizes total revenue. It also provides examples of determining the profit-maximizing level of output, average cost function, and minimum average cost given total cost functions, as well as finding the output level where average cost is minimized and the corresponding marginal cost.
This document summarizes key concepts from Chapter 2 on introduction to optimization and linear programming. It discusses how linear programming models can have multiple optimal solutions and how the optimal solution may occur at non-integer points. It also provides examples of linear programming problems involving maximizing or minimizing objectives subject to constraints, and discusses interpreting solutions and sensitivity analysis.
The sign is attached to a hinge at two points 1m and 3m from the hinge. It weighs 50kg. Using torque equations accounting for the weight and tension forces at each attachment point, the tension in the cable is calculated to be 408N. From this, the horizontal and vertical forces on the hinge are calculated to be 245N and 163N respectively.
1) The document provides examples and instructions for modeling and solving linear programming problems in a spreadsheet. It discusses best practices for setting up the spreadsheet model and provides sample problems with solutions.
2) Section 3 provides an example problem involving TV and magazine ads with a maximum profit of $775,000.
3) The document contains 24 sections that provide sample linear programming problems of varying sizes and complexity along with the spreadsheet files containing the solutions.
This document summarizes 18 problems involving integer linear programming. The problems cover topics such as locating optimal extreme points, minimizing/maximizing objective functions subject to constraints, allocating resources between suppliers and demand, and cutting stock problems. For each problem the document provides the formulation, identifies the optimal solution found using a solver, and sometimes notes key binding constraints.
The document discusses Boolean equi-propagation, an approach for optimizing SAT encodings of constraint satisfaction problems (CSPs). It involves inferring new equalities from constraints and simplifying the model. This allows representing problem structures directly and compactly in conjunctive normal form (CNF). Examples show how equi-propagation simplifies models by removing variables for all-different and bit-sum constraints. Experiments demonstrate the approach generates small CNFs for balanced incomplete block designs and Nonogram puzzles.
(i) The derivative of an exponential function with base e and variable x is the same exponential function multiplied by the derivative of x, which is 1.
(ii) To take the derivative of an exponential function raised to a power, use the power rule and multiply the derivative of the exponential by the power.
(iii) When adding exponential functions with the same base, the derivatives are added separately and the sums are multiplied by the common exponential term.
The document discusses functions, sequences, logarithms, and sets. It defines functions as f(x)= and f(x)=2 and discusses V-shape and U-shape functions. It presents the sequence an=a1+(n-1)d and calculates the number of terms. It compares logarithms of different bases and determines an inequality is true. It defines sets A and B and operations including intersection, union, difference.
The document discusses positional number systems such as decimal, binary, hexadecimal, and octal. It explains that in a positional number system, the value of a number is determined by the place value of its digits. For example, in the decimal number 325, the 3 is worth 3*100=300, the 2 is worth 2*10=20, and the 5 is worth 5*1=5, so their sum is 325. The document then explains how to convert between decimal, binary, hexadecimal, and octal representations using place value and by grouping binary digits into fixed-width blocks.
The document provides rules and examples for differentiation and integration. It includes:
1. Rules for differentiation including the power rule, product rule, and quotient rule. Examples are provided to demonstrate applying each rule.
2. Integration rules including the power rule for integration and rules for definite integrals. Examples show evaluating definite integrals using substitutions and partitions of the interval.
3. Applications of differentiation and integration in economics, including revenue and cost functions. Marginal functions are derived from total functions.
4. The definition of an indefinite integral as the anti-derivative. The fundamental theorem of calculus links definite and indefinite integrals.
This document contains code to plot three graphs of velocity (v) over time (t). The first graph models velocity increasing according to an exponential function. The second graph models decreasing velocity with an exponential function. The third graph models increasing then decreasing velocity using two exponential terms and a linear term.
This document introduces common number systems used in computer science, including decimal, binary, octal, and hexadecimal. It discusses how computers use binary to represent quantities and how to convert between number bases. Key topics covered include counting in binary, converting between decimal and binary, binary addition and multiplication, common powers of 2 used in computing, and representing fractions in binary.
The document summarizes the Count-Min Sketch algorithm for estimating frequencies in a data stream. It maintains a 2D table of counters that are incremented based on hash functions applied to elements. This allows estimating a frequency as the minimum of related counters. It uses O(1/ε log 1/δ) memory and provides an ε-approximate frequency estimate with probability 1-δ. The document also describes how Count-Min Sketch can be applied to problems like range queries, quantiles, and finding heavy hitters in the stream.
This document summarizes research on simulating the game of roulette through code implementation. It explores calculating the average frequency of various outcomes like a number occurring twice or thrice in a row. The research involved coding the simulation in Pascal and tracking metrics like longest runs of evens/odds as the number of spins increased. Challenges included limitations of Pascal and array size. Results were presented in tables and charts showing how averages and frequencies changed with more spins. The conclusion discusses lessons learned and possibilities for future work improving the implementation.
The document provides instructions for several tasks in MATLAB and Simulink. It includes finding the roots of polynomials using MATLAB, performing operations on polynomials such as addition and subtraction, and modeling transfer functions and differential equations in Simulink. For each task, it shows the relevant code, MATLAB/Simulink models, and output responses. It also includes comments analyzing the step and impulse responses.
Syed Ubaid Ali Jafri has described cryptography technique in this document.techniques involve Ceaser Cipher, Play Fair Cipher, Transpotation technique, Subsitution Technique, DES Technique
Este documento es una constancia de matrícula que detalla los datos de una estudiante, Shirley Medina Medina, en la Escuela de Derecho. La constancia lista las 6 asignaturas en las que Medina se ha matriculado para el período, incluyendo Seminario de Jurisprudencia Penal, Derecho Comercial 3: Sociedades 1, y Derecho Notarial. El total de créditos para el período es de 21.
Padre joão afonso é uma pequena comunidademascote123
Padre João Afonso é uma vila de 1.500 habitantes fundada em 1914 no interior de Minas Gerais. A economia local é baseada na agricultura, pecuária e turismo proveniente do Parque Estadual Serra Negra. A vila possui escolas, posto de saúde, associação rural e eventos culturais como desfiles e festas religiosas.
O documento contém um conjunto de exercícios matemáticos simples, incluindo adição, subtração, comparação e preenchimento de tabelas. Os exercícios envolvem números de 1 a 3000 e perguntas sobre quantidades de peixes e cravos antes e depois de venda ou corte.
O documento discute o potencial do mercado de resseguro estruturado no Brasil. Apresenta um exemplo de como o resseguro estruturado pode diluir prêmios e perdas ao longo de três anos, atendendo aos interesses de atuários e diretores financeiros. Também destaca que o resseguro estruturado pode trazer nova capacidade para grandes projetos de infraestrutura no Brasil.
Este questionário avalia o interesse do respondente em quatro nichos: Saúde e Fitness, Investimento e Finanças, Relacionamento e Conhecimento Acadêmico. Baseado nas respostas, o questionário sugere que o respondente escolha o nicho em que mais assinalou como foco principal.
Este documento discute boas práticas de manipulação de lixo e controle de vetores e pragas em serviços de alimentação. Ele enfatiza a importância de remover o lixo com frequência para evitar a atração de animais, armazenar alimentos de forma adequada e manter as instalações livres de objetos que possam servir de abrigo. Também recomenda medidas preventivas como telas, portas e janelas vedadas para impedir o acesso de animais, além de inspeções regulares para identificar e tratar a presença
O documento descreve um projeto chamado "Dom Helder Camara" que trabalha há 15 anos no semiárido brasileiro, apoiando organizações como IPA, ALO e CÍRG para semear vida na região da Caatinga.
Juan Manuel Orozco is introducing himself and stating that he is trying to upload a file to SlideShare. He is experimenting with how to upload a file to the site.
1) O boletim é da Igreja Metodista do Matão e discute a importância dos dízimos e como usar os 90% restantes.
2) Os dízimos pertencem a Deus e devem ser consagrados à igreja como reconhecimento, não como barganha.
3) Os 90% também pertencem a Deus e devemos pedir sabedoria para usá-los da melhor forma.
A festa da lavadeira não ocorreu e Geraldo foi o responsável. O documento de uma frase aponta Geraldo como culpado pelo cancelamento da 27a Festa da Lavadeira, sem fornecer mais detalhes.
O documento apresenta o ciclo do carbono com 5 fases numeradas: (1) Respiração, (2) Assimilação pela fotossíntese, (3) Morte e decomposição de plantas e animais, (4) Decomposição de matéria orgânica, (5) Assimilação de carbono pelos herbívoros.
O documento descreve como os odores são detectados e representados no cérebro. As células sensoriais no nariz expressam receptores de odor específicos que enviam sinais para o bulbo olfativo, onde a informação é consolidada em glomérulos e mapeada em regiões cerebrais superiores, criando um mapa topográfico de odores conservado entre indivíduos da mesma espécie.
Este documento describe un concurso de ideas llamado "Inventem" que busca promover la innovación de productos y servicios. Se basa en la metodología de la Universidad Hebrea de Jerusalén, la cual propone cinco métodos para innovar: unificación, multiplicación, división, remoción y cambio de atributos. El concurso anima a la participación pública para generar ideas que mejoren la calidad de vida, más allá de un enfoque puramente tecnológico.
A vizinha que queria denunciar a comadreWagner Leite
Uma mulher queria registrar um boletim de ocorrência contra sua vizinha e comadre, alegando que ela disse que a mulher disse que o marido dela estava tendo um caso com a mãe dele. O policial explicou que isso não era um caso sério para a polícia e aconselhou a mulher a resolver a situação conversando com a vizinha ou ignorando o assunto, para que a polícia pudesse se concentrar em casos mais urgentes.
1) Os apóstolos realizavam muitos milagres e sinais em Jerusalém, fazendo com que mais e mais pessoas, tanto homens quanto mulheres, se tornassem crentes no Senhor.
2) João teve uma visão de Jesus vivo após a ressurreição, recebendo a incumbência de escrever o que viu para as sete igrejas da Ásia Menor.
3) Jesus aparece novamente aos discípulos e convence Tomé da realidade da ressurreição, abençoando aqueles que creram sem ter
Este documento fornece informações sobre as liturgias da Igreja Presbiteriana do Parque Ipê em Feira de Santana, Bahia, Brasil, incluindo os horários dos cultos dominicais e solenes, as partes dos cultos, e alguns avisos.
O documento discute os desafios do turismo em Portugal para os próximos 10 anos, com foco no Algarve. Ele lista alguns oradores inspiradores e a data e localização do evento.
O documento resume as atividades da Creche Caetana Marcelina Dias em Florianópolis para o mês de Fevereiro de 2013. O projeto incentiva o aleitamento materno em parceria com a Secretaria Municipal de Saúde para combater doenças em bebês. A creche realizou reuniões com famílias para planejar a inserção e adaptação das crianças. O calendário inclui feriados e eventos para Março.
This document contains solutions to several math problems involving decimals. It shows the step-by-step work for solving equations to find the value of x in each case. The value of x is expressed as a decimal that is then rounded to a certain number of decimal places in some examples.
1. To maximize profit, the firm should produce where marginal revenue (MR) equals marginal cost (MC). In this example, maximum profit occurs at an output of 100 units where MR = MC = Rp 2000. The maximum profit is Rp 75,000.
2. To minimize losses, the firm should shut down production when marginal cost exceeds price. Here, minimum loss occurs at an output of 100 units where price = Rp 1000. The minimum loss is Rp 25,000.
3. To maximize total revenue (TR), the firm should produce where marginal revenue (MR) is zero. In this case, maximum TR of Rp 6250 occurs at an output of 250 units where MR
This document contains solutions to various math and business problems related to percentages, profit/loss calculations, and pricing. Key details provided include:
1. Calculating percentage profit and loss in multiple scenarios like finding sale price given cost price and percentage of profit/loss.
2. Determining original/marked prices and calculating profit percentages based on given cost, sale, and discount prices.
3. Solving word problems involving multiple steps like calculating number of items that need to be sold to make a given profit.
4. Explaining that insufficient data is available to determine the answer in some cases.
The document demonstrates techniques for setting up and solving equations from financial and pricing scenarios to determine unknown values
Home Work; Chapter 9; Inventory Policy DecisionsShaheen Sardar
Book reference: Ballou, Ronald H. (2004). “Business Logistics/ Supply Chain Management: Planning, Organizing, and Controlling the Supply Chain.” (5th Edition).
Original reference of this document: http://wweb.uta.edu/insyopma/prater/ballou09_im.pdf
Aminullah assagaf aip45 ai pemasaran_30 mar & 6 apr 2021Aminullah Assagaf
The document provides an overview of marketing analysis and instruments for a class taught by Professor Aminullah Assagaf. It includes the following key points:
1. Discussion of topics to be covered by student groups such as the marketing environment, target markets, and marketing tools.
2. Assignment of chapters from the textbook for student groups to cover concepts like market opportunities, marketing research, consumer behavior, and market segmentation.
3. Details on a marketing strategy RPS assignment, including formulation, competitive analysis, and international marketing.
4. Announcement of exams and due dates for assignments.
Aminullah assagaf aip45 ai pemasaran_30 mar & 6 apr 2021Aminullah Assagaf
The document provides an overview of marketing analysis and instruments taught by Professor Aminullah Assagaf. It includes links to relevant academic profiles and presentations. The class will cover topics like market environment, target markets, marketing tools, market opportunities, consumer behavior, segmentation, products, distribution, pricing, and promotion. Assignments will involve group projects analyzing various marketing instruments and case studies from Indonesia and globally. The goal is for students to understand marketing concepts and apply them to real-world scenarios.
Aminullah assagaf aip45 ai pemasaran_30 mar & 6 apr 2021Aminullah Assagaf
The document provides an overview of marketing analysis and instruments taught by Professor Aminullah Assagaf. It includes links to relevant academic profiles and presentations. The class will cover topics like market environment, target markets, marketing tools, market opportunities, consumer behavior, segmentation, products, distribution, pricing, and promotion. Assignments will involve group projects analyzing various marketing instruments and case studies from Indonesia and globally. The goal is for students to understand marketing concepts and apply them to real-world scenarios.
This document discusses a cash flow analysis with the following key points:
1) There is a $500,000 initial investment with cash flows of $35,000 at the end of each year for 15 years.
2) A present value calculation is shown with discount rates of 25% for years 1-15 and 10% for years 16-31.
3) The net present value is calculated for multiple alternatives that add additional cash flows and investments over time.
This document discusses a cash flow analysis with the following key points:
1) There is a $500,000 initial investment with cash flows of $35,000 at the end of each year for 15 years.
2) A present value calculation is shown with discount rates of 25% for years 1-15 and 10% for years 16-31.
3) The net present value is calculated for multiple alternatives that add additional cash flows and investments over time.
This document contains sample data and calculations for determining statistical properties of distributions. It includes:
1) A sample data set with calculations to determine the mean, standard deviation, and normal distribution parameters.
2) A second sample data set presented as a histogram with calculations to fit both a normal and lognormal distribution.
3) Examples of using common statistical equations like the CDF and PDF for uniform and normal distributions to analyze sample data sets.
The document discusses a marketing analysis and instruments course taught by Professor Aminullah Assagaf. It includes the course literature, group assignments, and schedule. The assignments cover various chapters in the textbook focusing on topics like the marketing environment, research, consumer behavior, products, pricing, distribution, and promotion. Case studies and exams are also mentioned. International marketing topics will be addressed later in the course.
Aminullah assagaf aip45 ai pemasaran_30 mrt & 6 apr 2021Aminullah Assagaf
This document provides an overview of a marketing instruments and analysis course taught by Professor Aminullah Assagaf. It includes the course schedule, assigned readings from textbooks, group assignments such as case studies, and exam dates. Group assignments cover various marketing topics including market environment, research, consumer behavior, products, pricing strategies, distribution, promotion, and international marketing. The document concludes with examples of comprehensive marketing case studies that will be analyzed over the course.
Investment Strategy Case Analysis (MGT 3050)Afifah Nabilah
A case study of the J.D Williams Investment Strategy Problem. This is an assignment for IIUM students who took Decision Science (MGT 3050) in Semester 2, 2014/2015.
Optimización de recursos en la confección de overolesantonio alejo
This document describes an optimization problem involving the production of three types of overalls (work overalls, pilot overalls, competitor overalls) by a factory to maximize profits. The problem is modeled using linear programming with production quantities as decision variables and machine hours in three departments (marking, cutting, sewing) as constraints. The optimal solution is found to be producing 9 units of pilot overalls for a maximum profit of $2070. Sensitivity analysis shows the optimal solution remains unchanged within certain ranges when production or profit parameters are varied.
1) The document contains several math problems involving algebra, geometry, percentages, and calculations with means, medians, and modes.
2) Geometry problems include calculating side lengths of triangles using trigonometric functions like sine and solving for missing angles.
3) Algebra problems involve solving equations for unknown variables and calculating percentages of changes.
4) Statistics problems calculate the mean, median, and mode of data sets.
The document discusses marketing analysis and instruments. It provides a course outline for a marketing class taught by Professor Aminullah Assagaf. The class is divided into topics that will be covered in each meeting, including the marketing environment, consumer behavior, product development, pricing strategies, promotion, distribution, and international marketing. Assignments include group projects, a midterm exam, case studies, and a final exam. Literature and example case studies from companies like Airbus are also mentioned. Pricing models like cost-based pricing, marginal cost pricing, and break-even analysis are summarized.
This document provides information and materials to support microeconomics studies. It includes a list of topics to be covered, instructions on where to find supporting materials like slides and research papers, and a section on market structures. There are also examples of total cost, fixed cost, and variable cost functions. The document demonstrates calculating the break-even point using different cost and revenue variables. It provides multiple examples of how to determine the quantity and revenue required to reach the break-even point.
The document discusses measures of dispersion, specifically standard deviation. It provides definitions and formulas for calculating standard deviation. It gives the characteristics and merits and demerits of standard deviation. Some sample problems are also provided to demonstrate calculating standard deviation and coefficient of variation from raw data, grouped data, and combined data from multiple samples.
Society of-actuariescasualty-actuarial-society-exam-p4001Zixi Wang
This document provides sample solutions to probability problems from past Society of Actuaries and Casualty Actuarial Society exams. It includes 18 multiple choice problems with detailed step-by-step solutions. The problems cover a range of probability topics including conditional probability, independence, Venn diagrams, normal distributions, and limits of probability.
1) O documento contém uma ficha de avaliação sumativa com questões sobre teorias geológicas como a deriva continental de Wegener e a tectónica de placas.
2) Aborda conceitos como dorsais oceânicas, zona de subducção, idade das crostas oceânica e continental.
3) Inclui também questões sobre vulcanismo, caracterizando erupções como as do vulcão Fimmvorduháls na Islândia.
1. O documento contém perguntas e exercícios sobre tectónica de placas e estruturas geológicas. Aborda temas como a hipótese de Wegener, limites de placas, formação do fundo oceânico e dobras.
2. Inclui ilustrações de uma dobra e falha geológica para serem identificadas e explicadas.
3. Os alunos devem completar as perguntas selecionando a opção correta ou explicando conceitos-chave da tectónica de placas.
O documento apresenta um teste de avaliação sobre geologia com questões sobre propriedades de minerais, rochas e processos geológicos. Inclui figuras de paisagens geológicas e amostras de rochas para identificar características e processos de formação.
1) O documento contém uma ficha de avaliação sumativa com perguntas sobre rochas e minerais, processos geológicos e sedimentares, e propriedades de minerais como o quartzo.
2) As perguntas incluem identificar características de rochas vulcânicas e plutônicas, propriedades do quartzo, processos sedimentares e classificação de rochas.
3) Há também perguntas sobre paisagens graníticas e metamórficas, e sobre correspondência entre elementos geológicos.
Lianor, Madame Magra e Tóli dirigem-se ao País das Altas Esferas na esperança de encontrar as pilhas da alegria para curar Tóli. À entrada do castelo, são recebidos de forma hostil pelo Dragão-de-Bolas. Um diálogo contencioso se desenvolve entre Lianor e o Dragão-de-Bolas, que se exalta facilmente. O Arquitonto intervém, explicando que o Dragão ainda precisa aprender modos.
Este poema descreve uma "arma secreta" de forma enigmática através de comparações e negações. Revela-se no final que esta arma é o Amor, capaz de viajar mais longe do que foguetes e estar sempre alerta para ajudar a Humanidade. A estrutura do poema contém três estrofes de seis versos cada, rimando ABABCC, onde o Amor é apresentado como a força mais poderosa dos sentimentos humanos.
O texto descreve o encontro entre Ulisses e o seu cão Argos no palácio de Ítaca. Argos, que outrora era um cão de caça forte e ágil, encontrava-se agora fraco e doente, abandonado no palácio. Quando Argos reconhece Ulisses, abana o rabo e baixa as orelhas, mas já não tem forças para se aproximar. Comovido, Ulisses finge não reconhecer o cão para esconder as lágrimas. Pouco depois, Argos morre, tendo esperado pelo
Este documento apresenta dois textos de avaliação para o 7o ano de escolaridade. O Texto A descreve uma notícia sobre a possível descoberta da autoria de um quadro atribuída a Leonardo da Vinci através da análise de uma impressão digital. O Texto B é uma tira de banda desenhada do gato Garfield onde critica a inteligência dos cães.
Este documento apresenta dois textos. O texto A descreve a descoberta de uma impressão digital num quadro do século XIX que poderá indicar ter sido obra de Leonardo da Vinci. O especialista Peter Paul Biro encontrou a impressão digital usando técnicas avançadas e comparou-a com outra impressão num quadro de Da Vinci, levando-o a concluir que o quadro do século XIX poderá ser da autoria do mestre renascentista. O texto B apresenta uma tira de banda desenhada do Garfield onde este descreve estereótip
O documento descreve como construir retângulos de área constante usando 12 quadradinhos de 1 cm de lado. A relação entre a base e altura é de proporcionalidade inversa, onde o produto das duas dimensões é sempre igual a 12. Isso pode ser representado graficamente por uma hipérbole.
O documento descreve um problema de probabilidades proposto por Pascal ao Conde de Méré sobre a divisão de 60 pistolas em um jogo interrompido. Pascal interessou-se pelo problema e iniciou uma correspondência com Fermat para analisar a situação, marcando o início da Teoria das Probabilidades.
Este documento discute os conceitos de simetria e isometrias em geometria. Resume os quatro tipos fundamentais de isometrias: rotações, translações, reflexões e reflexões deslizantes. Explica como estas transformações geométricas preservam distâncias e como podem ser usadas para analisar a simetria de figuras. Ilustra estes conceitos com exemplos de polígonos, rosáceas e frisos decorativos.
O documento discute intervalos de números reais e resolução de inequações. Explica como representar intervalos em extensão e compreensão, além de operações com intervalos como interseção e união. Também mostra como resolver inequações do primeiro grau e com parênteses ou denominadores, bem como conjunção e disjunção de inequações.
René Descartes criou o referencial cartesiano, que é formado por dois eixos perpendiculares que se interceptam em um ponto de origem. Isso permite associar pares de números, chamados de coordenadas cartesianas, a cada ponto do plano cartesiano. Assim, Descartes estabeleceu um sistema de coordenadas que mapeia pontos geométricos em números.
Este documento fornece uma lição sobre adjetivos qualificativos ou modificadores de nomes. Ele define adjetivos como palavras que atribuem qualidades aos nomes e fornece exercícios para identificar e substituir adjetivos em frases.
O documento contém vários exercícios matemáticos envolvendo adição e ordenação de números decimais. Os exercícios incluem adicionar e ordenar números decimais, escrever números decimais por extenso, representar quantidades em décimas e completar expressões matemáticas.
1) Viriato conseguiu produzir 552 pequenas pedras para fundas a partir de um bloco de pedra de 138 kg.
2) Afonso Henriques assinou o Tratado de Zamora em 1143 quando tinha 34 anos, estabelecendo Portugal como reino independente há cerca de 877 anos.
3) Estimando Portugal como um retângulo de 540 km x 170 km, a área estimada seria de 91,800 km2.
1) Various math problems are presented involving addition, subtraction, multiplication and division of numbers between 5 and 1000.
2) The problems are resolved with the answer provided or indicated by dashes if left blank.
3) More math problems are shown involving multiplying single and double digit numbers together.
Nomes ou substantivos são palavras que designam pessoas, coisas, animais, ações, qualidades ou estados. Há dois tipos principais: nomes comuns, que designam seres ou coisas não individualizados e escrevem-se com minúscula, e nomes próprios, que designam indivíduos específicos e escrevem-se com maiúscula.
O documento contém um conjunto de exercícios matemáticos, incluindo adição, subtração, comparação e preenchimento de tabelas. Os exercícios envolvem números como 1999, 2000, 1500 e perguntam quantos peixes ou cravos ficariam após venda ou corte de determinadas quantidades.
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إضغ بين إيديكم من أقوى الملازم التي صممتها
ملزمة تشريح الجهاز الهيكلي (نظري 3)
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تتميز هذهِ الملزمة بعِدة مُميزات :
1- مُترجمة ترجمة تُناسب جميع المستويات
2- تحتوي على 78 رسم توضيحي لكل كلمة موجودة بالملزمة (لكل كلمة !!!!)
#فهم_ماكو_درخ
3- دقة الكتابة والصور عالية جداً جداً جداً
4- هُنالك بعض المعلومات تم توضيحها بشكل تفصيلي جداً (تُعتبر لدى الطالب أو الطالبة بإنها معلومات مُبهمة ومع ذلك تم توضيح هذهِ المعلومات المُبهمة بشكل تفصيلي جداً
5- الملزمة تشرح نفسها ب نفسها بس تكلك تعال اقراني
6- تحتوي الملزمة في اول سلايد على خارطة تتضمن جميع تفرُعات معلومات الجهاز الهيكلي المذكورة في هذهِ الملزمة
واخيراً هذهِ الملزمة حلالٌ عليكم وإتمنى منكم إن تدعولي بالخير والصحة والعافية فقط
كل التوفيق زملائي وزميلاتي ، زميلكم محمد الذهبي 💊💊
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A Visual Guide to 1 Samuel | A Tale of Two HeartsSteve Thomason
These slides walk through the story of 1 Samuel. Samuel is the last judge of Israel. The people reject God and want a king. Saul is anointed as the first king, but he is not a good king. David, the shepherd boy is anointed and Saul is envious of him. David shows honor while Saul continues to self destruct.
A Free 200-Page eBook ~ Brain and Mind Exercise.pptxOH TEIK BIN
(A Free eBook comprising 3 Sets of Presentation of a selection of Puzzles, Brain Teasers and Thinking Problems to exercise both the mind and the Right and Left Brain. To help keep the mind and brain fit and healthy. Good for both the young and old alike.
Answers are given for all the puzzles and problems.)
With Metta,
Bro. Oh Teik Bin 🙏🤓🤔🥰
THE SACRIFICE HOW PRO-PALESTINE PROTESTS STUDENTS ARE SACRIFICING TO CHANGE T...indexPub
The recent surge in pro-Palestine student activism has prompted significant responses from universities, ranging from negotiations and divestment commitments to increased transparency about investments in companies supporting the war on Gaza. This activism has led to the cessation of student encampments but also highlighted the substantial sacrifices made by students, including academic disruptions and personal risks. The primary drivers of these protests are poor university administration, lack of transparency, and inadequate communication between officials and students. This study examines the profound emotional, psychological, and professional impacts on students engaged in pro-Palestine protests, focusing on Generation Z's (Gen-Z) activism dynamics. This paper explores the significant sacrifices made by these students and even the professors supporting the pro-Palestine movement, with a focus on recent global movements. Through an in-depth analysis of printed and electronic media, the study examines the impacts of these sacrifices on the academic and personal lives of those involved. The paper highlights examples from various universities, demonstrating student activism's long-term and short-term effects, including disciplinary actions, social backlash, and career implications. The researchers also explore the broader implications of student sacrifices. The findings reveal that these sacrifices are driven by a profound commitment to justice and human rights, and are influenced by the increasing availability of information, peer interactions, and personal convictions. The study also discusses the broader implications of this activism, comparing it to historical precedents and assessing its potential to influence policy and public opinion. The emotional and psychological toll on student activists is significant, but their sense of purpose and community support mitigates some of these challenges. However, the researchers call for acknowledging the broader Impact of these sacrifices on the future global movement of FreePalestine.