Enabled: Chapter 5 What-If Analysis for Linear . 0SavedBased on the following sensitivity analysis, which of the following products would be considered most sensitive to changes or errors inthe objective function coefficient?Variable CellsFinalAllowableAllowableObjectiveCoefficientCellNameValueReduced CostIncreaseDecrease$B$2134.Product_1Product_2Product_3-225$B$3175251411$B$4-1.525137ConstraintsFinalShadowConstraintAllowableAllowableCellNameValuePriceR.H.SideIncreaseDecrease$H$9Resource A1001E+30100$H$10Resource B5258001E+30275SH$11Resource C7001.75700366.6666667700O Product 3O Product 2O Product 1< Prev2 of 5.........Next >

Answer: Option C: Product_1 Explanation: Calculation of range of each product: Range=Allowable…

Answered: Based on the following sensitivity…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

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Break-even analysis assumes over the relevant range that Group of answer choices total variable costs are linear. fixed costs per unit are constant. total variable costs are nonlinear. total revenue is nonlinear.
The relevant range refers to: Select one: Ⓒa. a particular range of production where cost behavior remains the same. b. a particular range of production wherein fixed costs remain constant. c. a particular range of production where total contribution margin remains the same. d. a particular range of production where no mixed costs are incurred. Q Search with Bing 0 ***
sde • The most likely strategy to reduce the break-even point should be to 1. Increase fixed costs 2. Decrease selling price 3. Increase variable costs 4. Increase selling price O 1 O 2 O 3 O 4 Question 20 • In break-even analysis, which of the following is not an assumption over the relevant range 1. Unit selling price are constant 2. Unit variable costs are constant 3. Total costs are constant 4. Total fixed costs are constant O 1 O 2 O 3 04 MacBook Pro
Star, Inc. used Excel to run a least-squares regression analysis, which resulted in the following output: Regression Statistics Multiple R 0.9711 R Square 0.9473 Observations 30 Coefficients Standard Error T Stat P-Value Intercept 175,007 61,607 2.84 0.021 Production (X) 11.14 0.9237 12.06 0.000 How much of the variation in cost is not explained by production? Multiple Choice It is impossible to determine. 5.27% 7.63% 2.89%
:On the cost-volume-profit graph, the intersection between the total cost line and (Y) axis represents The profit area a O The fixed cost amount b O The loss area .c O The contribution margin per unit .d O The variable cost amount eeV@hdows Go to Settings to activate Wil 081 ENG hp 19 11 inprt sc delete home end & num 6 8 9. backspace = lock V { Y U 7 V 8. home H. K enter pause N 1 shift 上 end alt ctrl Pm 近
i have the answer but i want to know why?
Least-squares regression is a statistical method for identifying cost behavior. True or False True
Based on the following sensitivity report, what would be the impact of changing the objective function coefficient for Product 1 to 18 and changing the objective function coefficient for Product_3 to 13? Variable Cells Cell $B$2 $B$3 $B$4 Constraints Cell $H$9 $H$10 $H$11 Name Product 1 Product 2 Product 3 Name Resource A Resource_B Resource C Applying the 100% rule, Final Value 0 175 Final Value 1 0 525 700 Reduced Cost -2 0 -1.5 Shadow Price 0 1.75 Objective Coefficient Constraint R.H.Side 13 14 10 HELSI 100 800 700 Allowable Increase 3 1E+30 5 Allowable Increase 1E+30 1E+30 366.6666667 Allowable Decrease 1E+30 9 1E+30 Allowable Decrease 100 275 700 because the total change in the objective function coefficients 100%.
Q5 From the following particulars you are required to calculate (a) PIV ratio and (b) Break-even point Le) Margin of Safety Actual sales OMR. 200000 Variable cost OMR. 120000 Fixed cost OMR. 45000 Also calculate the sales required to maintain the profit OMR 72000.
Based on the following sensitivity report, what would be the impact of changing the constraint right-hand side for Resource_A to 73 and, at the same time, changing the constraint right-hand side for Resource C to 600? Variable Cells Final Objective Coefficient Allowable Allowable Reduced Cost Cell $8$2 $B$3 $854 Name Value Increase Decrease 1E+30 1. Product 1 -2 2 Product 2 175 16430 Product 3 -1.5 9 1.5 1E+30 Constraints Final Shadow Constraint Allowable Allowable Cell Name Value Price R.H.Side Increase Decrease SHS9 Resource A 100 16430 90 SH$10 Resource B 525 s00 1E+30 340 SH$11 Resource C 700 1.75 700 390 160 Applying the 100% rule, The shadow price remains valid because the total change in the constraint right-hand sides does not exceed 10 3 of 5 Next > ASUS

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