Answer:
$26,000 adverse variance
Explanation:
Fixed Overheads Volume Variance = Budgeted Overheads at Actual Output - Budgeted Fixed Overheads
= $1.30 x 60,000 hours - $1.30 x 80,000
= $78,000 - $104,000
= $26,000 adverse variance
The fixed factory overhead volume variance is $26,000 adverse variance
Answer:
machine enter the accounting at <em> 138,210 dollars</em>
Explanation:
cost: 128,000 x ( 1 - 3%) = 124,610
shipping cost: 2,800
installation cost: <u> 10,800 </u>
total incurred cost
to leave the machine
ready for use: <em> 138,210</em>
<em />
<em>The damge are expenses for the period as they arent a necessary cost to utilize the machine.</em>
<em>The company used the discount price over the list price as this is the atual cost incurred</em>
Answer:
A. 12.1%
B. 8.9%
Explanation:
a. Calculation for What is the company's new cost of equity
Using this formula
New cost of equity=Cost of capital+[(Cost of capital- Debt interest rate ) *(Debt-equity ratio)*(1)]
Let plug in the formula
New cost of equity=[0.089+[(0.089-0.057)*(1)*1]
New cost of equity=[0.089+0.032*(1)*1]
New cost of equity=[0.121*(1)*1]
New cost of equity=0.121*100
New cost of equity=12.1%
Therefore the company's new cost of equity will be 12.1%
b. Calculation for What is its new WACC
Particular Weight Cost Weighted cost
Equity 0.5000 *12.1% = 0.0605
Debt 0.5000 * 5.7% =0.0285
WACC =0.089*100
WACC =8.9%
(0.0605+0.0285)
Therefore the new WACC will be 8.9%
Answer:
The answer is: He needs the price of coffee to go down to convince him to buy more.
Explanation:
A demand curve (almost) always has a negative slope. As a product gets more expensive, the amount of people willing to buy that product decreases. So if the product gets cheaper, the more people are willing to purchase it.
The opposite happens with the supply curve, as the price of a product increases, the more companies are willing to sell that product.
Answer:
$1.60 per direct labor hour
Explanation:
Overhead application rate = Budgeted Overheads ÷ Budgeted Activity
hence,
Overhead application rate = $364,800 ÷ $228,000
= $1.60 per direct labor hour