Answer:
$4,089 Unfavorable
Explanation:
Data provided
Standard variable rate = $9.20
Direct labor hours = 1,160
Variable manufacturing overhead costs = $14,761
The computation of variable overhead rate variance is shown below:-
Variable overhead rate variance = (Standard variable rate - (Variable manufacturing overhead costs ÷ Direct labor hours)) × Direct labor hours
= ($9.20 - ($14,761 ÷ 1,160) × 1,160
= ($9.20 - $12.725) × 1160
= $4,089 Unfavorable
Therefore for computing the variable overhead rate variance we simply applied the above formula.
Answer:
The correct option is (b).
Explanation:
The regression equation to predict the bank's charges (Y) measured in dollars per month for services rendered to local companies based upon the company's sales revenue (X) measured in millions of dollars is:

The <em>y</em>-intercept of the line is, -3100.
The slope of the line is, 27.
The <em>y-</em>intercept of a regression line is defined as the average value of the dependent variable when the independent variable value is 0.
The dependent variable, in this case, is the bank's charges and the independent variable is the company's sales revenue.
As the company's sales revenue cannot be $0, the <em>y</em>-intercept cannot be interpreted.
Thus, the correct option is (b).
Answer: 5.36%
Explanation:
The after-tax cost of debt refers to the interest that is paid on debt which is then less the income tax savings as a result of the deductible interest expenses.
When calculating the after-tax cost of debt, the effective tax rate of a company should be subtracted from 1, after which the difference will be multiplied by the cost of debt. This will therefore be:
= Rate (10,8% × 1000, -960 + 20, 1000) × (1-40%)
=5.36%
Answer:
The answer is: $3,657
Explanation:
To determine the amount of the loan we have to calculate the present value of the future payments discounting the interest rate of 5.85%.
PV loan = <u>$987 </u> + <u> $1,012 </u> + <u> $1,062 </u> + <u> $1,162 </u>
1.0585 1.0585^2 1.0585^3 1.0585^4
PV loan = $932.45 + 903.23 + 895.47 + 925.64
PV loan = $3,656.80