Answer:
b). 72.458 %
a). 24, 213
Explanation:
1). The second option i.e. 72.458% correctly measures the variance percentage brought in the dependent variable(regressed the quantity demanded) by manipulating the independent variable(price elasticity). The first option is wrong as it shows R multiple which is rather the coefficient. The third and the last options are incorrect as they display the intercept employed to determine the quantity and the key error of calculating the standard deviation.
2). The predicted quantity demanded would be 24,213 if the price is fixed at $7.00.
It can be calculated using the formula;
Quantity demanded = Intercept + (Adjusted R squared * Price coefficient)
∵ Quantity Demanded = 56,400.50 + (7 X -4,598.2)
= 24,213
Answer:
Lancashire Railway Company (LRC)
Lancashire Railway Company (LRC) should reject the project. The basis for rejecting Division H's project is that its return (12%) is less than the risk-based cost of capital for the division (14%).
Explanation:
a) Data:
Division L's weighted-average cost of capital = 8%
Division H's weighted-average cost of capital = 14%
Weight of Division L = 50%
Weight of Division H = 50%
Company composite weighted average cost of capital = 11% (8% * 50%) + (14% * 50%)
Expected return from a proposed project for Division H = 12%
Answer: decrease by $31,875
Explanation:
Net Operating income;
= Sales - variable cost - fixed cost
= (70 * 3,000) - ( 50 * 3,000) - 25,000
= $35,000
Sales volume decreases by 25%;
= 3,000 * ( 1 - 25%)
= 2,250 units
Variable cost per unit increases by 15%;
= 50 * ( 1 + 15%)
= $57.50
New Net Operating income;
= (70 * 2,250) - (57.50 * 2,250) - 25,000
= $3,125
Net Operating income change;
= 3,125 - 35,000
= -$31,875
Decrease by $31,875
Answer:
a.the price level is higher than expected making production more profitable.
Explanation:
The sticky wages shows that the output increases if the price level is higher because an increase in price level increases the profitability and the increased profitability increases output.
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