Answer:
$85 per machine hour
Explanation:
Actual Budgeted
Fixed costs $50,000 $47,960
Machine hours – Assembly 1,900 1,976
Variable costs – Assembly $121,000 $120,000
since the single rate method does not distinguish between fixed or variable costs, in order to determine the cost allocation rate we must add the fixed allocation rate and the variable allocation rate:
- variable allocation rate = $120,000 / 1976 machine hours = $60.73
- fixed allocation rate = $47,960 / 1976 = $24.27
total = $60.73 + $24.27 = $85 per machine hour
Answer: $146,000
Explanation: $146,000
Sales = (Firms estimates x low-priced line) - (Higer-Priced line x Average Price)
(7,000 × $59) + (-3,000 × $89) = $146,000
Answer:
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Answer:
Explanation:
To answer this question, we first need to calculate the marginal utility per dollar for doughnuts. Recall that the marginal utility per dollar for a good is the marginal utility divided by the price of the good (=MU/P). For the first doughnut we have 10 (=10/$1), the second doughnut 9(=9/$1), third 9, fourth 8, fifth 7, sixth 6, seventh 5, eighth 4, ninth 3, tenth 2 and eleventh 1. The marginal utility per dollar for every cup of coffee is 5.5 (=5.5/$1). To determine how big the budget would have to be before Omar would spend a dollar buying his first cup of coffee, we compare the marginal utility per dollar values. Omar will purchase the first doughnut before he buys a cup of coffee because the marginal utility per dollar for the doughnut is greater than the marginal utility per dollar for the cup of coffee (10>1.5). The same is true for the second through the eighth doughnut. This implies Omar will buy 8 doughnuts at the price of $1 before he buys his first cup of coffee. Therefore his budget will need to $9 before he buys his first cup of coffee, $8 on the doughnuts and $1 for the cup of coffee.
Answer: $8
Answer:
Inelastic: Demand for business goods tends to be me more inelastic than demand for consumer goods.
Explanation:
I already did this before. ur welcome
