Example 3 Peanut Production Chapter 4.2 Georgia’s production of peanuts has increased moderately in the last 10 years, but profit margins have been reduced.

Slides:



Advertisements
Similar presentations
Example 3 Market Equilibrium Chapter 2.3 Suppose the daily demand for a product is given by, where q is the number of units demanded and p is the price.
Advertisements

Example 3 Inverse of a 3 x 3 Matrix Chapter 7.4 Find the inverse of.  2009 PBLPathways.
Example 2 Finding an Inverse Matrix Chapter 7.4 Find the inverse of.  2009 PBLPathways.
Equation of a Tangent Line
Differentiation Using Limits of Difference Quotients
Example 2 Future Value of an Annuity Chapter 5.6 Harry deposits $200 at the end of each month into an account that pays interest 12% per year, compounded.
Cost, revenue, profit Marginals for linear functions Break Even points Supply and Demand Equilibrium Applications with Linear Functions.
GRAPHS AND THEIR MEANING APPENDIX 1A - 1Copyright McGraw-Hill/Irwin, 2002.
6 Slide 1 Cost Volume Profit Analysis Chapter 6 INTRODUCTION The Profit Function Breakeven Analysis Differential Cost Analysis.
Trend Lines Ex. Suppose the number of students at the University of Arizona since 1990 is given by the following table. Fit several trend lines to the.
Contemporary Engineering Economics, 4 th edition, © 2007 Cost-Volume-Profit Analysis Lecture No. 30 Chapter 8 Contemporary Engineering Economics Copyright.
Cost-Volume-Profit Analysis Chapter 7. Cost Volume Profit Analysis n What Is the Break-Even Point? n What Is the Profit at Occupancy Percentages Above.
The Basics of Cost-Volume-Profit (CVP) Analysis Contribution margin (CM) is the difference between sales revenue and variable expenses. Next Page Click.
1 Calculating a break-even point Aim: Students to be able to produce a breakeven graph Homework: Complete hand out.
Cost-Volume-Profit Analysis
3.3 Rates of change Find Average Rate of Change Determine if a Function is Continuous at a Point Skip Instantaneous Rate of Change until section 3.4.
Unit 5 Operations Management
5.3 Break-Even Analysis Chapter 32.
Chapter 1 Linear Functions
Section 1.2 Linear Functions and Applications. o Domain of a function o Function notation review Function.
Supply Chapter 5.
Example 5 Advertising and Sales Chapter 6.5 Monthly sales y (in thousands of dollars) for Yang products are related to monthly advertising expenses x (in.
5.3 Break-Even Analysis Chapter 32.
The importance of Gross margin Example 1: Sales price ok, sales volume ok compared to the size of the company: Sales income100 units x
Chapter 18. Identify how changes in volume affect costs.
Example 2 U.S. Foreign-Born Population Chapter 6.1 The table gives the percents of U.S. population that were foreign born for the years 1900–2005. Years.
Chapter 3: The Derivative JMerrill, Review – Average Rate of Change Find the average rate of change for the function from 1 to 5.
Increasing, Diminishing, and Negative Marginal Returns Labor (number of workers) Marginal Product of labor (beanbags per hour) –1 –2.
HFT 3431 Chapter 7 Cost-Volume-Profit Analysis. Cost Volume Profit Analysis n What Is the Break-Even Point? n What Is the Profit at Occupancy Percentages.
Chapter 18. Identify how changes in volume affect costs.
Profit Planning: An Overview Chapter 2 Managerial Accounting Concepts and Empirical Evidence.
BREAK-EVEN The break-even point of a new product is the level of production and sales at which costs and revenues are exactly equal. It is the point at.
Example 8 Manufacturing Chapter 7.4 Sharper Technology Company manufactures three types of calculators, a business calculator, a scientific calculator,
Lecture 3 Cost-Volume-Profit Analysis. Contribution Margin The Basic Profit Equation Break-even Analysis Solving for targeted profits.
Differentiation, Curve Sketching, and Cost Functions.
1-2 & 1-3 Functions and Models
Example 4 Continuous Versus Annual Compounding of Interest Chapter 5.5 a.For each of 9 years, compare the future value of an investment of $1000 at 8%
Example 6 Men in the Workforce Chapter 1.1 The points on the graph in Figure 1.13 give the number of men in the workforce (in millions) as a function g.
Example 2 Daily Versus Annual Compounding of Interest Chapter 5.5 a.Write the equation that gives the future value of $1000 invested for t years at 8%
Example 7 Marginal Revenue and Marginal Profit Chapter 1.3 A company produces and sells a product with revenue given by dollars and cost given by dollars.
Supply Ch. 5. Price As price increases… Supply Quantity supplied increases Price As price falls… Supply Quantity supplied falls The Law of Supply According.
Chapter 17.2 The Derivative. How do we use the derivative?? When graphing the derivative, you are graphing the slope of the original function.
MGS3100_02.ppt/Jan 21, 2016/Page 1 Georgia State University - Confidential MGS 3100 Business Analysis Breakeven, Crossover & Profit Models Jan 21, 2016.
Example 1 Break Even Chapter 2.3 Suppose a company has its total revenue for a product given by and its total cost given by where x is the number of thousands.
CH7 : Output, Price, and Profit : The Importance of Marginal Analysis Asst. Prof. Dr. Serdar AYAN.
Example 3 Alcohol-Related Deaths Chapter 6.2 The table gives the number of thousands of people killed in alcohol-related traffic accidents for the years.
EXCERCISES ON BES. Compute the Break-even sales in pesos and units 1.A product line is sold at a unit selling price of P9.00. Variable cost is estimated.
Example 1 Graph of an Inequality Chapter 8.1 Graph the solution of the inequality.  2009 PBLPathways.
Example 5 Transportation Chapter 7.2 Ace Trucking Company has an order for three products, A, B, and C, for delivery. The table below gives the volume.
3.10 Business and Economic Applications.
Chapter 8: Short-Run Costs and Output Decisions. Firm’s Decisions.
Part Three: Information for decision-making Chapter Eight: Cost-volume-profit analysis.
Chapter 4 Lesson 2 Combining Functions; Composite Functions.
Chapter Fifteen: Production Costs.
Cost-Volume-Profit Analysis: A Managerial Planning Tool
Rates of Change: Velocity and Marginals
Cost-volume-profit analysis
AMIS 310 Foundations of Accounting
Economics Chapter 5 Review.
Asst. Prof. Dr. Serdar AYAN
Lesson 15-2 Determining Breakeven
Costs Of Production.
A what level of production does the business start to make a profit?
Write the equation for the following slope and y-intercept:
Firms in Competitive Markets
Lesson 15-2 Determining Breakeven
Perfectly Competitive Markets
IGCSE Business Studies
1: Slope from Equations Y = 8x – 4 B) y = 6 – 7x
Break-Even & Crossover Analysis
Presentation transcript:

example 3 Peanut Production Chapter 4.2 Georgia’s production of peanuts has increased moderately in the last 10 years, but profit margins have been reduced by lower prices, declining yields, and increasing costs. The table gives the annual revenue, variable costs, and fixed costs for peanut production in Georgia for the years 1998– Revenue ($) 57,25058,39559,56360,75461,969 Variable Costs ($) 28,06428,90529,77330,66631,586 Fixed Costs ($) 11,38211,72412,07612,43812,811 The function that models the revenue from peanut production in Georgia for the years 1998–2002 is given by where x is number of years after The function that models the total cost (variable plus fixed) of peanut production in Georgia is given by where x is the number of years after  2009 PBLPathways

Georgia’s production of peanuts has increased moderately in the last 10 years, but profit margins have been reduced by lower prices, declining yields, and increasing costs. The table gives the annual revenue, variable costs, and fixed costs for peanut production in Georgia for the years 1998– Revenue ($) 57,25058,39559,56360,75461,969 Variable Costs ($) 28,06428,90529,77330,66631,586 Fixed Costs ($) 11,38211,72412,07612,43812,811 The function that models the revenue from peanut production in Georgia for the years 1998–2002 is given by where x is number of years after The function that models the total cost (variable plus fixed) of peanut production in Georgia is given by where x is the number of years after 1990.

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. b.Graph the functions R, C, and P on the same set of axes. c.What is the slope of the graph of P(x)? Interpret the slope as a rate of change. d.If the model remains accurate, what will be the profit for peanut production in 2010?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production. ?

 2009 PBLPathways a.Write a function P(x) that models the profit from peanut production.

 2009 PBLPathways b.Graph the functions R, C, and P on the same set of axes.

 2009 PBLPathways b.Graph the functions R, C, and P on the same set of axes. R(x) C(x) P(x)

 2009 PBLPathways c.What is the slope of the graph of P(x)? Interpret the slope as a rate of change. m = b = thousand dollars per year or -58 dollars per year

 2009 PBLPathways c.What is the slope of the graph of P(x)? Interpret the slope as a rate of change. m = b = thousand dollars per year or -58 dollars per year

 2009 PBLPathways c.What is the slope of the graph of P(x)? Interpret the slope as a rate of change. m = b = thousand dollars per year or -58 dollars per year

 2009 PBLPathways c.What is the slope of the graph of P(x)? Interpret the slope as a rate of change. m = b = thousand dollars per year or -58 dollars per year

 2009 PBLPathways d.If the model remains accurate, what will be the profit for peanut production in 2010?

 2009 PBLPathways d.If the model remains accurate, what will be the profit for peanut production in 2010?

 2009 PBLPathways d.If the model remains accurate, what will be the profit for peanut production in 2010?