APPLICATION OF STATISTICS IN BUSINESS
WHAT IS STATISTICS ?
Meaning
Significance of STATISTICS
ROLE OF STATISTICS IN ACCOUNTING, FINANCE, MARKETING, PRODUCTION & ECONOMICS
Quantative Data Graphs, Pie Charts, Dot Plots & Pareto Charts
Statistics is the science of collecting, organizing, summarizing, and interpreting numerical data. It originated in the 18th century from Latin, Italian, and German words meaning "political state." Statistics can be divided into singular and plural forms. In the singular form, it refers to techniques for quantitative data analysis. In the plural form, it refers to the actual data, like population or employment statistics. Statistics provides definiteness, condenses large amounts of data, allows for comparison, and can be used for prediction, testing hypotheses, and policy formulation. Computers are now widely used to perform complex statistical calculations and analyze large datasets. Some limitations of statistics include only studying quantitative phenomena, only considering aggregates rather than individuals, requiring homogeneous data,
This document provides an overview of descriptive statistics. It discusses different types of descriptive statistics including measures of central tendency like mean, median and mode, and measures of variability. It also describes various ways of organizing and summarizing data, such as frequency distributions, histograms, stem-and-leaf plots and pie charts. The goal of descriptive statistics is to describe key characteristics of a data set in a simple and easy to understand way.
This document provides an overview of time series analysis and its key components. It discusses that a time series is a set of data measured at successive times joined together by time order. The main components of a time series are trends, seasonal variations, cyclical variations, and irregular variations. Time series analysis is important for business forecasting, understanding past behavior, and facilitating comparison. There are two main mathematical models used - the additive model which assumes data is the sum of its components, and the multiplicative model which assumes data is the product of its components. Decomposition of a time series involves discovering, measuring, and isolating these different components.
Correlation analysis measures the strength and direction of association between two or more variables. It is represented by the coefficient of correlation (r), which ranges from -1 to 1. A value of 0 indicates no association, 1 indicates perfect positive association, and -1 indicates perfect negative association. The scatter diagram is a graphical method to visualize the association between variables by plotting their values. Karl Pearson's coefficient is a commonly used algebraic method to calculate the coefficient of correlation from sample data.
Statistics can be defined in both a singular and plural sense. In the singular sense, it refers to statistical methods for collecting, analyzing, and interpreting numerical data. In the plural sense, it refers to the actual numerical facts or data collected. Statistics involves systematically collecting, organizing, presenting, analyzing, and interpreting numerical data to describe features and characteristics. It allows for comparing facts, establishing relationships, and facilitating policymaking and decision making. However, statistics only studies aggregates and averages, not individual cases, and results are true only on average. It also requires properly contextualizing and referencing results.
1. Diagrammatic presentation involves visually representing statistical data using geometric figures, pictures, maps, and charts. It attracts more attention than textual data and facilitates comparisons.
2. There are several types of diagrams including one-dimensional, two-dimensional, three-dimensional, pictograms, and cartograms. Common one-dimensional diagrams are line diagrams and bar diagrams like simple, multiple, sub-divided, and deviation bar diagrams. Two-dimensional diagrams represent both length and width, such as rectangle, square, and pie diagrams. Three-dimensional diagrams represent length, width, and height using shapes like cubes.
3. Diagrammatic presentation has advantages like being attractive, easy to understand, time-saving
Time series analysis involves analyzing data collected over time. A time series is a set of data points indexed in time order. The key components of a time series are trends, seasonality, cycles, and irregular variations. Trend refers to the long-term movement of a time series over time. Seasonality refers to periodic fluctuations that occur each year, such as higher sales in winter. Cyclical variations are longer term fluctuations in business cycles. Irregular variations are random, unpredictable fluctuations. Time series analysis is important for forecasting, economic analysis, and business planning. Common methods for analyzing time series components include moving averages, least squares regression, decomposition models, and harmonic analysis.
- Index numbers measure relative changes in variables like prices, quantities, values over time from a base period. They are used to frame policies, reveal trends, and for deflating purposes.
- There are different methods for constructing index numbers, including simple aggregate methods, simple average of relatives methods, and weighted index numbers that assign weights.
- Common weighted indexes include the Laspeyres method which uses base period weights, the Paasche method which uses current period weights, and the Fisher Ideal Index which takes the geometric mean of the Laspeyres and Paasche.
Statistics is the science of collecting, organizing, summarizing, and interpreting numerical data. It originated in the 18th century from Latin, Italian, and German words meaning "political state." Statistics can be divided into singular and plural forms. In the singular form, it refers to techniques for quantitative data analysis. In the plural form, it refers to the actual data, like population or employment statistics. Statistics provides definiteness, condenses large amounts of data, allows for comparison, and can be used for prediction, testing hypotheses, and policy formulation. Computers are now widely used to perform complex statistical calculations and analyze large datasets. Some limitations of statistics include only studying quantitative phenomena, only considering aggregates rather than individuals, requiring homogeneous data,
This document provides an overview of descriptive statistics. It discusses different types of descriptive statistics including measures of central tendency like mean, median and mode, and measures of variability. It also describes various ways of organizing and summarizing data, such as frequency distributions, histograms, stem-and-leaf plots and pie charts. The goal of descriptive statistics is to describe key characteristics of a data set in a simple and easy to understand way.
This document provides an overview of time series analysis and its key components. It discusses that a time series is a set of data measured at successive times joined together by time order. The main components of a time series are trends, seasonal variations, cyclical variations, and irregular variations. Time series analysis is important for business forecasting, understanding past behavior, and facilitating comparison. There are two main mathematical models used - the additive model which assumes data is the sum of its components, and the multiplicative model which assumes data is the product of its components. Decomposition of a time series involves discovering, measuring, and isolating these different components.
Correlation analysis measures the strength and direction of association between two or more variables. It is represented by the coefficient of correlation (r), which ranges from -1 to 1. A value of 0 indicates no association, 1 indicates perfect positive association, and -1 indicates perfect negative association. The scatter diagram is a graphical method to visualize the association between variables by plotting their values. Karl Pearson's coefficient is a commonly used algebraic method to calculate the coefficient of correlation from sample data.
Statistics can be defined in both a singular and plural sense. In the singular sense, it refers to statistical methods for collecting, analyzing, and interpreting numerical data. In the plural sense, it refers to the actual numerical facts or data collected. Statistics involves systematically collecting, organizing, presenting, analyzing, and interpreting numerical data to describe features and characteristics. It allows for comparing facts, establishing relationships, and facilitating policymaking and decision making. However, statistics only studies aggregates and averages, not individual cases, and results are true only on average. It also requires properly contextualizing and referencing results.
1. Diagrammatic presentation involves visually representing statistical data using geometric figures, pictures, maps, and charts. It attracts more attention than textual data and facilitates comparisons.
2. There are several types of diagrams including one-dimensional, two-dimensional, three-dimensional, pictograms, and cartograms. Common one-dimensional diagrams are line diagrams and bar diagrams like simple, multiple, sub-divided, and deviation bar diagrams. Two-dimensional diagrams represent both length and width, such as rectangle, square, and pie diagrams. Three-dimensional diagrams represent length, width, and height using shapes like cubes.
3. Diagrammatic presentation has advantages like being attractive, easy to understand, time-saving
Time series analysis involves analyzing data collected over time. A time series is a set of data points indexed in time order. The key components of a time series are trends, seasonality, cycles, and irregular variations. Trend refers to the long-term movement of a time series over time. Seasonality refers to periodic fluctuations that occur each year, such as higher sales in winter. Cyclical variations are longer term fluctuations in business cycles. Irregular variations are random, unpredictable fluctuations. Time series analysis is important for forecasting, economic analysis, and business planning. Common methods for analyzing time series components include moving averages, least squares regression, decomposition models, and harmonic analysis.
- Index numbers measure relative changes in variables like prices, quantities, values over time from a base period. They are used to frame policies, reveal trends, and for deflating purposes.
- There are different methods for constructing index numbers, including simple aggregate methods, simple average of relatives methods, and weighted index numbers that assign weights.
- Common weighted indexes include the Laspeyres method which uses base period weights, the Paasche method which uses current period weights, and the Fisher Ideal Index which takes the geometric mean of the Laspeyres and Paasche.
This chapter introduces the basic concepts and terminology of statistics. It discusses two main branches of statistics - descriptive statistics which involves collecting, organizing and summarizing data, and inferential statistics which allows drawing conclusions about populations from samples. The chapter also covers variables, populations, samples, parameters, statistics and how to organize and visualize data through tables, charts and graphs. It emphasizes that statistics helps turn data into useful information for decision making in business.
Static, Dynamic and Comparative Static EconomicsBikash Kumar
Macro Economics
For downloading this contact- bikashkumar.bk100@gmail.com
Prepared by Students of University of Rajshahi
Rabbi
Mehedi
Sadia
Rafia
Tuhin
The document discusses business statistics and its importance. It defines statistics as the study of collecting, organizing, analyzing, and interpreting numerical data. There are five stages to statistical investigation: data collection, organization, presentation, analysis, and interpretation of results. Statistics helps simplify complex data, facilitate comparison between data sets, test hypotheses, formulate policies, and derive valid inferences. However, statistics has limitations as it does not study individuals, statistical laws are approximations rather than exact, and it only analyzes aggregated data rather than individual observations.
This document discusses the scope and uses of statistics across various fields such as planning, economics, business, industry, mathematics, science, psychology, education, war, banking, government, sociology, and more. It outlines functions of statistics like presenting facts, testing hypotheses, forecasting, policymaking, enlarging knowledge, measuring uncertainty, simplifying data, deriving valid inferences, and drawing rational conclusions. It also covers characteristics, advantages, and limitations of statistics.
Introduction to statistics...ppt rahulRahul Dhaker
This document provides an introduction to statistics and biostatistics. It discusses key concepts including:
- The definitions and origins of statistics and biostatistics. Biostatistics applies statistical methods to biological and medical data.
- The four main scales of measurement: nominal, ordinal, interval, and ratio scales. Nominal scales classify data into categories while ratio scales allow for comparisons of magnitudes and ratios.
- Descriptive statistics which organize and summarize data through methods like frequency distributions, measures of central tendency, and graphs. Frequency distributions condense data into tables and charts. Measures of central tendency include the mean, median, and mode.
The document discusses different components of time series data including trends, seasonal variations, cyclical fluctuations, and irregular components. It explains that a time series is a collection of observations made over time and can be decomposed into secular trends, periodic changes, and random components. Various methods for measuring trends in time series data are also presented such as graphic, semi-average, curve fitting, and moving average methods.
This document provides an introduction to basic statistics and regression analysis. It defines regression as relating to or predicting one variable based on another. Regression analysis is useful for economics and business. The document outlines the objectives of understanding simple linear regression, regression coefficients, and merits and demerits of regression analysis. It describes types of regression including simple and multiple regression. Key concepts explained in more detail include regression lines, regression equations, regression coefficients, and the difference between correlation and regression. Examples are provided to demonstrate calculating regression equations using different methods.
Introduction to Statistics - Basic concepts
- How to be a good doctor - A step in Health promotion
- By Ibrahim A. Abdelhaleem - Zagazig Medical Research Society (ZMRS)
The balance of payments records international transactions between a country and the rest of the world. It has three main components - the current account, capital account, and financial account. The current account covers trade in goods and services as well as transfer payments. A deficit occurs when payments are greater than receipts, while a surplus is when receipts are greater. Disequilibria can be caused by economic, political, and social factors. Countries use automatic and deliberate measures to correct imbalances, with deliberate measures including monetary, trade, and other policies.
Here are some common sources of primary and secondary data:
Primary data sources:
- Surveys (questionnaires, interviews)
- Experiments
- Observations
- Focus groups
Secondary data sources:
- Government data (census data, vital statistics)
- Published research studies
- Organizational records and documents
- Media reports
- Commercial data providers
A power point presentation on statisticsKriace Ward
Statistics originated from Latin, Italian, and German words referring to organized states. Gottfried Achenwall is considered the "father of statistics" for coining the term to describe a specialized branch of knowledge. Modern statistics is defined as the science of judging collective phenomena through analysis and enumeration. While statistics can be an art and a science, its successful application depends on the skill of the statistician and their knowledge of the field being studied. Statistics are important across many domains from business, economics, and planning to the sciences. However, statistics also have limitations such as only studying aggregates, not individuals, and results being valid only on average and in the long run.
Index numbers were originally developed to measure changes in price levels and are used as economic barometers. There are different types of index numbers including price indexes that measure wholesale, retail, and cost of living prices, and quantity indexes that track production quantities over time. Special purpose indexes also exist for areas like imports/exports. Index numbers are important for policymaking, studying economic trends, measuring inflation, adjusting national income statistics, and helping various social scientists. However, they have limitations such as being based on samples, potential data biases, misuse, changes in economies over time, and arbitrary assigned weights.
This document discusses econometrics and its applications. It defines econometrics as using statistical methods to estimate economic relationships and test economic theories. Econometrics allows estimating relationships between economic variables, testing hypotheses, and forecasting. It helps explain qualitative economic data quantitatively and evaluate government policies. Common econometric methods discussed include simple and multiple linear regression, estimation theory, and time series analysis. The document also notes some limitations of econometrics, such as not proving causation and possible issues with data interpretation.
The document summarizes the Heckscher-Ohlin (H-O) theory of international trade. The H-O theory states that countries will export goods that use their abundant and cheap factors of production intensively and import goods that use their scarce factors intensively. It assumes countries differ in their endowments of capital and labor. The theory shows that capital-abundant countries will export and produce capital-intensive goods, while labor-abundant countries will export and produce labor-intensive goods. The theory represents an improvement over previous theories in explaining the basis of trade between countries within a general equilibrium framework.
This document discusses financial statement analysis, which involves reviewing a company's financial statements like the income statement, balance sheet, and cash flow statement to assess the company's financial health and performance over time and relative to other companies. Key aspects of financial analysis include evaluating profitability, solvency, liquidity, and stability using tools like ratio analysis, comparative statements, common size statements, and trend analysis. The results of financial analysis are used by various interested parties like management, investors, and creditors to evaluate financial performance, position, operating efficiency, and predict future performance.
Partial Correlation, Multiple Correlation And Multiple Regression AnalysisSundar B N
This document discusses correlation and regression analysis. It defines partial correlation as assessing the relationship between two variables while controlling for the effect of a third variable. Multiple correlation is defined as measuring the strength of the relationship between a single dependent variable and two or more independent variables. Formulas are provided for partial correlation coefficients measuring the correlation between different pairs of variables while controlling for others. Multiple correlation coefficients are also defined as measuring the correlation between a dependent variable and the combination of multiple independent variables.
This document provides an overview of descriptive statistics techniques for summarizing categorical and quantitative data. It discusses frequency distributions, measures of central tendency (mean, median, mode), measures of variability (range, variance, standard deviation), and methods for visualizing data through charts, graphs, and other displays. The goal of descriptive statistics is to organize and describe the characteristics of data through counts, averages, and other summaries.
Time Series Analysis, Components and Application in ForecastingSundar B N
Time series analysis involves analyzing data collected over time. A time series is a set of observations made at regular intervals. There are four main components of a time series: secular trend, seasonal variation, cyclical variation, and irregular variation. Time series analysis has applications in forecasting, such as for economic forecasting, sales forecasting, and stock market analysis. Techniques for time series analysis include Box-Jenkins ARIMA models, Box-Jenkins multivariate models, and Holt-Winters exponential smoothing.
This document discusses techniques for cost estimation. It describes the top-down and bottom-up approaches to cost estimation, with the top-down approach using historical data from similar projects and the bottom-up approach breaking a project down into smaller units. An integrated approach is presented that uses a work breakdown structure, cost/revenue structure, and estimating techniques/models. Common sources of cost estimation data are also outlined such as accounting records, sources within and outside a company, research and development, and the internet.
This chapter introduces the basic concepts and terminology of statistics. It discusses two main branches of statistics - descriptive statistics which involves collecting, organizing and summarizing data, and inferential statistics which allows drawing conclusions about populations from samples. The chapter also covers variables, populations, samples, parameters, statistics and how to organize and visualize data through tables, charts and graphs. It emphasizes that statistics helps turn data into useful information for decision making in business.
Static, Dynamic and Comparative Static EconomicsBikash Kumar
Macro Economics
For downloading this contact- bikashkumar.bk100@gmail.com
Prepared by Students of University of Rajshahi
Rabbi
Mehedi
Sadia
Rafia
Tuhin
The document discusses business statistics and its importance. It defines statistics as the study of collecting, organizing, analyzing, and interpreting numerical data. There are five stages to statistical investigation: data collection, organization, presentation, analysis, and interpretation of results. Statistics helps simplify complex data, facilitate comparison between data sets, test hypotheses, formulate policies, and derive valid inferences. However, statistics has limitations as it does not study individuals, statistical laws are approximations rather than exact, and it only analyzes aggregated data rather than individual observations.
This document discusses the scope and uses of statistics across various fields such as planning, economics, business, industry, mathematics, science, psychology, education, war, banking, government, sociology, and more. It outlines functions of statistics like presenting facts, testing hypotheses, forecasting, policymaking, enlarging knowledge, measuring uncertainty, simplifying data, deriving valid inferences, and drawing rational conclusions. It also covers characteristics, advantages, and limitations of statistics.
Introduction to statistics...ppt rahulRahul Dhaker
This document provides an introduction to statistics and biostatistics. It discusses key concepts including:
- The definitions and origins of statistics and biostatistics. Biostatistics applies statistical methods to biological and medical data.
- The four main scales of measurement: nominal, ordinal, interval, and ratio scales. Nominal scales classify data into categories while ratio scales allow for comparisons of magnitudes and ratios.
- Descriptive statistics which organize and summarize data through methods like frequency distributions, measures of central tendency, and graphs. Frequency distributions condense data into tables and charts. Measures of central tendency include the mean, median, and mode.
The document discusses different components of time series data including trends, seasonal variations, cyclical fluctuations, and irregular components. It explains that a time series is a collection of observations made over time and can be decomposed into secular trends, periodic changes, and random components. Various methods for measuring trends in time series data are also presented such as graphic, semi-average, curve fitting, and moving average methods.
This document provides an introduction to basic statistics and regression analysis. It defines regression as relating to or predicting one variable based on another. Regression analysis is useful for economics and business. The document outlines the objectives of understanding simple linear regression, regression coefficients, and merits and demerits of regression analysis. It describes types of regression including simple and multiple regression. Key concepts explained in more detail include regression lines, regression equations, regression coefficients, and the difference between correlation and regression. Examples are provided to demonstrate calculating regression equations using different methods.
Introduction to Statistics - Basic concepts
- How to be a good doctor - A step in Health promotion
- By Ibrahim A. Abdelhaleem - Zagazig Medical Research Society (ZMRS)
The balance of payments records international transactions between a country and the rest of the world. It has three main components - the current account, capital account, and financial account. The current account covers trade in goods and services as well as transfer payments. A deficit occurs when payments are greater than receipts, while a surplus is when receipts are greater. Disequilibria can be caused by economic, political, and social factors. Countries use automatic and deliberate measures to correct imbalances, with deliberate measures including monetary, trade, and other policies.
Here are some common sources of primary and secondary data:
Primary data sources:
- Surveys (questionnaires, interviews)
- Experiments
- Observations
- Focus groups
Secondary data sources:
- Government data (census data, vital statistics)
- Published research studies
- Organizational records and documents
- Media reports
- Commercial data providers
A power point presentation on statisticsKriace Ward
Statistics originated from Latin, Italian, and German words referring to organized states. Gottfried Achenwall is considered the "father of statistics" for coining the term to describe a specialized branch of knowledge. Modern statistics is defined as the science of judging collective phenomena through analysis and enumeration. While statistics can be an art and a science, its successful application depends on the skill of the statistician and their knowledge of the field being studied. Statistics are important across many domains from business, economics, and planning to the sciences. However, statistics also have limitations such as only studying aggregates, not individuals, and results being valid only on average and in the long run.
Index numbers were originally developed to measure changes in price levels and are used as economic barometers. There are different types of index numbers including price indexes that measure wholesale, retail, and cost of living prices, and quantity indexes that track production quantities over time. Special purpose indexes also exist for areas like imports/exports. Index numbers are important for policymaking, studying economic trends, measuring inflation, adjusting national income statistics, and helping various social scientists. However, they have limitations such as being based on samples, potential data biases, misuse, changes in economies over time, and arbitrary assigned weights.
This document discusses econometrics and its applications. It defines econometrics as using statistical methods to estimate economic relationships and test economic theories. Econometrics allows estimating relationships between economic variables, testing hypotheses, and forecasting. It helps explain qualitative economic data quantitatively and evaluate government policies. Common econometric methods discussed include simple and multiple linear regression, estimation theory, and time series analysis. The document also notes some limitations of econometrics, such as not proving causation and possible issues with data interpretation.
The document summarizes the Heckscher-Ohlin (H-O) theory of international trade. The H-O theory states that countries will export goods that use their abundant and cheap factors of production intensively and import goods that use their scarce factors intensively. It assumes countries differ in their endowments of capital and labor. The theory shows that capital-abundant countries will export and produce capital-intensive goods, while labor-abundant countries will export and produce labor-intensive goods. The theory represents an improvement over previous theories in explaining the basis of trade between countries within a general equilibrium framework.
This document discusses financial statement analysis, which involves reviewing a company's financial statements like the income statement, balance sheet, and cash flow statement to assess the company's financial health and performance over time and relative to other companies. Key aspects of financial analysis include evaluating profitability, solvency, liquidity, and stability using tools like ratio analysis, comparative statements, common size statements, and trend analysis. The results of financial analysis are used by various interested parties like management, investors, and creditors to evaluate financial performance, position, operating efficiency, and predict future performance.
Partial Correlation, Multiple Correlation And Multiple Regression AnalysisSundar B N
This document discusses correlation and regression analysis. It defines partial correlation as assessing the relationship between two variables while controlling for the effect of a third variable. Multiple correlation is defined as measuring the strength of the relationship between a single dependent variable and two or more independent variables. Formulas are provided for partial correlation coefficients measuring the correlation between different pairs of variables while controlling for others. Multiple correlation coefficients are also defined as measuring the correlation between a dependent variable and the combination of multiple independent variables.
This document provides an overview of descriptive statistics techniques for summarizing categorical and quantitative data. It discusses frequency distributions, measures of central tendency (mean, median, mode), measures of variability (range, variance, standard deviation), and methods for visualizing data through charts, graphs, and other displays. The goal of descriptive statistics is to organize and describe the characteristics of data through counts, averages, and other summaries.
Time Series Analysis, Components and Application in ForecastingSundar B N
Time series analysis involves analyzing data collected over time. A time series is a set of observations made at regular intervals. There are four main components of a time series: secular trend, seasonal variation, cyclical variation, and irregular variation. Time series analysis has applications in forecasting, such as for economic forecasting, sales forecasting, and stock market analysis. Techniques for time series analysis include Box-Jenkins ARIMA models, Box-Jenkins multivariate models, and Holt-Winters exponential smoothing.
This document discusses techniques for cost estimation. It describes the top-down and bottom-up approaches to cost estimation, with the top-down approach using historical data from similar projects and the bottom-up approach breaking a project down into smaller units. An integrated approach is presented that uses a work breakdown structure, cost/revenue structure, and estimating techniques/models. Common sources of cost estimation data are also outlined such as accounting records, sources within and outside a company, research and development, and the internet.
Demand forecasting is used to estimate future demand for a product or service based on an analysis of past demand and current market conditions. There are several statistical methods used for demand forecasting, including trend projection, which fits a trend line to past sales data to project future trends. The barometric technique uses current economic and statistical indicators to predict future changes in demand. Econometric models use a system of independent regression equations to model relationships between economic variables and forecast demand.
Whenever an engineering economic analysis is performed for a major capital investment, the cost-estimating effort for that analysis should be an integral part of a comprehensive planning and design process requiring the active participation of not only engineering designers but also personnel from marketing, manufacturing, finance, and top management
This document provides an overview of key concepts in statistics including descriptive statistics, inferential statistics, data, and data sources. It discusses the definition of statistics, applications of statistics in business, economics, and the state. Descriptive statistics are used to summarize and describe data through graphical representations like histograms and numerical measures like the mean and standard deviation. Inferential statistics are used to make generalizations about a population based on a sample. The document also defines topics like data types, elements, variables, observations, and scales of measurement. Finally, it discusses data acquisition considerations like time requirements and data errors.
Module 3 Identifying fraud in forensic analysis.pptxIqbalAli61
The document discusses various techniques for identifying fraud through analyzing financial and transactional data, including:
1. Using descriptive statistics such as sums, counts, means, and standard deviations to compare current and prior period data for anomalies.
2. Calculating suspicion scores for transaction records based on how unusual or similar to past fraudulent transactions they are.
3. Performing tests like the largest subsets test, relative size factor test, and same-same-same test to detect abnormal patterns within subsets of the data.
4. Using correlation analysis to identify units like departments or customers with sales/usage patterns that deviate from the norm.
5. Conducting time-series analysis to compare actual revenues/
trendanalysis for mba management studentsSoujanyaLk1
Trend analysis is a technical analysis technique used to predict future stock movements based on historical data. It relies on the assumption that past stock performance can provide insights into future trends. There are several methods for conducting trend analysis, including free hand graphical analysis, semi-average analysis, moving average analysis, and least squares analysis. These techniques analyze trends over time by plotting data points on a graph, calculating averages of data subsets, or using regression to fit a line to the data. Understanding trends can help traders and businesses make informed predictions.
This document discusses various techniques for demand forecasting. It defines demand forecasting as estimating the probable demand for a product or service in the future. Some key techniques discussed include:
1. Survey methods like complete enumeration surveys, sample surveys, and end use methods which directly ask consumers about future demand.
2. Opinion poll methods like expert opinion and Delphi methods which collect opinions from sales representatives and executives.
3. Statistical methods like trend projection, barometric, and econometric methods which analyze historical sales data and key economic indicators to forecast future demand.
Trend projection specifically examines time series data using graphical, least squares, or Box-Jenkins methods to extrapolate past trends. Barometric and econ
Quality Control tool Quality Control tool220216.pptAbdelrhman Abooda
The document discusses the seven basic quality control tools used to improve product quality: check sheet, Pareto chart, cause-and-effect diagram, histogram, scatter diagram, flow chart, and control chart. These tools use statistical techniques to collect and analyze data in order to identify problems, control fluctuations, and provide solutions. They help organize data for easy understanding and analysis to improve processes. Each tool is described in terms of its purpose, construction, and examples.
The document provides information about key accounting concepts and terms. It defines accounting as the process of recording, summarizing, analyzing and reporting financial transactions. It discusses the importance of accounting in tracking income/expenditures, evaluating business performance, ensuring legal compliance, and improving decision making. It also describes the different types of accounting - financial accounting, cost accounting, and management accounting. Financial accounting involves preparing financial statements, cost accounting tracks costs related to production, and management accounting assists with planning, control and evaluation.
Control charts are a statistical tool used to determine if a process is in or out of control. There are two main types: variable control charts, which deal with measurable items, and attribute control charts, which factor in quality attributes. Control charts were developed in the 1920s and include charts like X-bar, R, P, C, and U charts. Processes can be determined to be in or out of control based on whether data points fall within control limits. Calculating average values and control limits is important for understanding process capability and improvement.
Control charts are a statistical tool used to determine if a process is in or out of control. There are two main types: variable control charts, which deal with measurable items, and attribute control charts, which factor in quality attributes. Control charts were developed in the 1920s and include charts like X-bar, R, P, C, and U charts. Processes can be determined to be in or out of control based on whether data points fall within control limits. Calculating average values and control limits is important for understanding process capability. Control charts are useful for process improvement.
Trend analysis is a technical analysis technique used to predict future stock movements based on historical data. It relies on the assumption that past stock performance can indicate future trends. There are several methods for conducting trend analysis, including free-hand curve fitting, semi-average methods, moving averages, and least squares regression. These techniques help analysts identify trends in data over time to forecast future business performance and market conditions.
Statistics is the discipline concerned with collecting, organizing, analyzing, interpreting, and presenting data. Descriptive statistics summarize and describe data through graphs, tables, and numerical measures. Inferential statistics make inferences about populations based on samples through techniques like hypothesis testing and confidence intervals. Statistics is widely applied in business, economics, and other fields to help make data-driven decisions.
Final Semester project on Leveraging Data Analysis for Sales Department using prescriptive and predictive analytics. Predictive analytics using Neural Network and Logistic Regression in R language.
Tools & Techniques of Management Accountingbasiljoe010
Management accounting provides techniques for financial planning, analysis of financial statements, and decision making to help management. Some key techniques include historical cost accounting, budgetary control, standard costing, marginal costing, and revaluation accounting. Management accounting also helps with control accounting and producing management information systems to provide regular reports to various levels of management.
- Bibitor LLC is a fictitious liquor store chain that has asked a team to analyze inventory data over a 12-month period including beginning/ending inventory, purchases, and sales.
- Phase 3 of the case study introduces linear regression analysis to evaluate relationships between continuous variables in the data and identify trends. Students will select variables from two inventory case studies to analyze using linear regression visualizations in Tableau.
- The objective is to gain experience applying statistical analysis tools to leverage data for business decision making and gain an understanding of relationships that can provide insights.
- Bibitor LLC is a fictitious liquor store chain that has asked a team to analyze inventory data over a 12 month period including beginning/ending inventory, purchases, and sales.
- Phase 3 of the case study introduces linear regression analysis to evaluate relationships between continuous variables in the data and identify trends. Students will select variables from two inventory case studies to analyze using linear regression visualizations in Tableau.
- The objective is to gain experience applying statistical analysis tools to leverage data for business decision making and gain an understanding of relationships that can provide insights.
- Bibitor LLC is a fictitious liquor store chain that has asked a team to analyze inventory data over a 12 month period including beginning/ending inventory, purchases, and sales.
- Phase 3 of the case study introduces linear regression analysis to evaluate relationships between continuous variables in the data and identify trends. Students will select variables from two inventory case studies to analyze using linear regression visualizations in Tableau.
- The objective is to gain experience applying statistical analysis tools to leverage data for business decision making and gain an understanding of relationships between variables.
Similar to APPLICATION OF STATISTICS IN BUSINESS with Graphs | Business Statistics (20)
12 steps to transform your organization into the agile org you deservePierre E. NEIS
During an organizational transformation, the shift is from the previous state to an improved one. In the realm of agility, I emphasize the significance of identifying polarities. This approach helps establish a clear understanding of your objectives. I have outlined 12 incremental actions to delineate your organizational strategy.
Ganpati Kumar Choudhary Indian Ethos PPT.pptx, The Dilemma of Green Energy Corporation
Green Energy Corporation, a leading renewable energy company, faces a dilemma: balancing profitability and sustainability. Pressure to scale rapidly has led to ethical concerns, as the company's commitment to sustainable practices is tested by the need to satisfy shareholders and maintain a competitive edge.
A presentation on mastering key management concepts across projects, products, programs, and portfolios. Whether you're an aspiring manager or looking to enhance your skills, this session will provide you with the knowledge and tools to succeed in various management roles. Learn about the distinct lifecycles, methodologies, and essential skillsets needed to thrive in today's dynamic business environment.
Designing and Sustaining Large-Scale Value-Centered Agile Ecosystems (powered...Alexey Krivitsky
Is Agile dead? It depends on what you mean by 'Agile'. If you mean that the organizations are not getting the promised benefits because they were focusing too much on the team-level agile "ways of working" instead of systemic global improvements -- then we are in agreement. It is a misunderstanding of Agility that led us down a dead-end. At Org Topologies, we see bright sparks -- the signs of the 'second wave of Agile' as we call it. The emphasis is shifting towards both in-team and inter-team collaboration. Away from false dichotomies. Both: team autonomy and shared broad product ownership are required to sustain true result-oriented organizational agility. Org Topologies is a package offering a visual language plus thinking tools required to communicate org development direction and can be used to help design and then sustain org change aiming at higher organizational archetypes.
Originally presented at XP2024 Bolzano
While agile has entered the post-mainstream age, possibly losing its mojo along the way, the rise of remote working is dealing a more severe blow than its industrialization.
In this talk we'll have a look to the cumulative effect of the constraints of a remote working environment and of the common countermeasures.
A team is a group of individuals, all working together for a common purpose. This Ppt derives a detail information on team building process and ats type with effective example by Tuckmans Model. it also describes about team issues and effective team work. Unclear Roles and Responsibilities of teams as well as individuals.
Colby Hobson: Residential Construction Leader Building a Solid Reputation Thr...dsnow9802
Colby Hobson stands out as a dynamic leader in the residential construction industry. With a solid reputation built on his exceptional communication and presentation skills, Colby has proven himself to be an excellent team player, fostering a collaborative and efficient work environment.
Impact of Effective Performance Appraisal Systems on Employee Motivation and ...Dr. Nazrul Islam
Healthy economic development requires properly managing the banking industry of any
country. Along with state-owned banks, private banks play a critical role in the country's economy.
Managers in all types of banks now confront the same challenge: how to get the utmost output from
their employees. Therefore, Performance appraisal appears to be inevitable since it set the
standard for comparing actual performance to established objectives and recommending practical
solutions that help the organization achieve sustainable growth. Therefore, the purpose of this
research is to determine the effect of performance appraisal on employee motivation and retention.
5. • Statistics is the science that deals with the
collection, classification, analysis, and
interpretation of numerical facts or data, and
that, by use of mathematical theories of
probability imposes order and regularities on
aggregate of more or less disparate elements.
6. > > > > > > > >
• Statistics play a vital role in nearly all
businesses and form the backbone for all
future development Strategies .
• Every business plan starts with extensive
research and this is all complied into statistics
that can influence a final decision
7. • The word statistics is used in two different
senses.
• In plural sense statistics means data and in
singular sense statistics is science which deals
with the collection, presentation, analysis, and
interpretation of some numerical data.
8. • Statistics is a particularly useful branch of mathematics
that is not only studied theoretically but one that is used
by researches in many fields to organize analysis and
summarized data. Statistical methods and analyses are
often used to communicate research findings and to
support hypotheses and give reliability to conclusions.
9. > > > > > > > >
ROLE OF STATISTICS
IN
ACCOUNTING
FINANCE
MARKETING
PRODUCTION
ECONOMICS
10. • The Public accounting firms use statistical
sampling procedures when conducting audits for
their clients.
• For instance, suppose an accounting firm wants to
determine whether the amount of accounts
receivable shown on a client's balance sheet fairly
represents the actual amount of accounts
receivable.
11. > > > > > > > >
• Usually the large number of individual
accounts receivable makes review in and
validating every account too time-consuming
and expensive.
• As common practice in such situations, the
audit staff selects a subset of the accounts
called a sample.
12. > > > > > > > >
• After reviewing the accuracy of the sampled
accounts, the auditors draw a conclusion as to
whether the accounts receivable amount shown
on the client's balance sheet is acceptable
13. • Financial analysis uses a variety of statistical
information to guide their investment
recommendations.
• In the case of stocks, the analysis reviews a
variety of financial data
including price/earnings ratios and dividend yie
lds.
14. > > > > > > > >
• By comparing the Information for an
individual stockwith information about the
stock market averages, a financial analyst can
begin to draw a conclusion as to whether an
individual stock is over- or underpriced.
15. • Electronic scanners at retail checkout counters
collect data for a variety of marketing research
applications.
• For example, data suppliers and Information
purchase point-of-sale scanner data from
grocery stores, process the data, and then well
statistical summaries of the data to
manufacturers.
16. > > > > > > > >
• Manufacturers spend hundreds of thousands
of dollars per product category to obtain
scanner statistics and the promotional activity
statistics to gain a better understanding of the
relationship between promotional activities
and sales.
17. • Today's emphasis on quality makes quality
control that important application of statistics in
production.
• A variety of statistical quality control charts are
used to monitor the output of
a production process.
18. > > > > > > > >
• In particular, a v-bar
chart can be used to monitor the average out
put.
• Suppose, for example, that a machine fills
containers with a soft drink. Periodically,a
production worker selects a sample of
containers and computes the average number of
ounces in the sample.
19. > > > > > > > >
• This average, or the value, is plotted on a v-bar
chart. A plotted value above the chart' supper
control limit indicates overfilling, and a plotted
value below the chart's lower control limit
indicates under filling.
20. > > > > > > > >
• The process is termed ""in control"" and
allowed to continue as long as the plotted v-bar
values fall between the chart's upper and lower
control limits. Properly interpreted, a v-bar
chart can help determine when adjustments are
accessary to correct a production process
21. • Economists frequently provide forecasts about
the future of the economy or some aspect of it.
• They use a variety of statistical information in
making such forecasts.
22. > > > > > > > >
• For example, in forecasting inflation rates that
economist's use statistical information on such
indicators as the Producer Price Index, the
unemployment rate, and manufacturing
capacity utilization.
• These statistical indicators often entered into
computerized forecasting models that predict
inflation rates.
23. > > > > > > > >
Quantative Data Graphs
Pie Charts
Dot Plots
Pareto Charts
24. • A pie chart (or a circle chart) is a circular
statistical graphic which is divided into slices to
illustrate numerical proportion.
• In a pie chart, the arc length of each slice is
proportional to the quantity it represents.
25. > > > > > > > >
• While it is named for its resemblance to a pie
which has been sliced, there are variations on
the way it can be presented. The earliest known
pie chart is generally credited to William
Playfair's Statistical Breviary of 1801.
26.
27. • A dot chart or dot plot is a statistical chart
consisting of data points plotted on a fairly
simple scale, typically using filled in circles.
There are two common, yet very different,
versions of the dot chart.
28.
29. • A Pareto chart, named after Vilfredo Pareto, is
a type of chart that contains both bars and a
line graph, where individual values are
represented in descending order by bars, and
the cumulative total is represented by the line.