15. Your client wants to determine the relationship between its annual research & development costs and a potential cost driver (number of units produced). The output of a regression analysis showed the following information:
Y-Intercept = 89,620
X Variable = 62.53
R-square = 0.9852
Should your client use the equation (Y = $89,620 + $62.53X) to predict next year’s research & development costs?
A. Yes, because R-square is so high.
B. No, because R-square is so high.
C. Yes, because regression analysis can be relied upon.
D. There is not enough information to make this prediction.
Martha Manufacturing produces a single product that sells for $80. Variable costs per unit equal $32. The company expects total fixed costs to be $72,000 for the next month at the projected sales level of 2,000 units. In an attempt to improve performance, management is considering a number of alternative actions. Each situation is to be evaluated separately.
33. Suppose management believes that a $16,000 increase in the monthly advertising expense will result in a considerable increase in sales. If sales increase by 400 units, what will be the increase in net income?
a. $1,200
b. $2,200
c. $3,200
d. $4,200
34. Suppose that management believes that a 10% reduction in the selling price will result in a 10% increase in sales. If this proposed reduction in selling price is implemented,
a. operating income will decrease by $8,000.
b. operating income will increase by $8,000.
c. operating income will decrease by $16,000.
d. operating income will increase by $16,000.
35. Cost structure refers to the relative proportion of:
A. Variable costs to contribution margin. |
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B. Total costs to sales. |
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C. Fixed costs to variable costs. |
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D. Sales price per unit to variable costs per unit. |
36. Operating leverage measures:
A. How sensitive profit is to a change in fixed costs. |
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B. How sensitive profit is to a change in sales volume. |
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C. How sensitive profit is to a change in sales price per unit. |
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D. How sensitive profit is to a change in tax rates. |
We have given information:
Y-intercept = 89,620
X variable = 62.53
R-square = 0.9852
The value of r square helps to know how much percentage of data fits the regression analysis well. However, if r-square is 0, this means that not even a single data point fits the regression analysis. Whereas, if r-square is 1, this means that complete data fits the regression analysis well and can provide accurate results for the next forecast.
Therefore, the client should use the equation (Y= $ 89,620 + $ 62.53X ) to predict next year’s research & development cost because the R square is so high. This indicates that almost all data points fit this regression analysis.
Answer: A. Yes, because r-square is so high
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