Answer:
Labour time (efficiency) variance = $9,984 unfavorable
Explanation:
<em>The labour time variance is the dollar value of the difference between the standard time allowed for the actual output produced and the actual time used.</em>
Hours
Standard hours ( 960 units × 7.2 hours ) = 6,912
Actual hours <u>7,680</u>
Time variance 768 Unfavorable
× standard labour rate <u>× $13</u>
Variance <u> $9,984 </u>Unfavorable
Answer:
$4,870.5
Explanation:
Annual Depreciation Expense:
= [(Cost - Salvage Value) × Machine Usage in 2020] ÷ Total Estimated Working Hours
Depreciation Expense for 2020 (for 3 months only - October to December):
= [($115,900 - $13,900) × 1,910] ÷ (10,000) × (3/12)
= ($102,000 × 1,910) ÷ (10,000) × (1/4)
= $19,482 × (1/4)
= $4,870.5
Notes:
Depreciation will be calculated for only 3 months since the asset has been acquired on 1st October 2020.
Answer:
market premium = 0,0781 = 7.81%
Explanation:
We have to calculate the market return and then calcualte the premium as the difference between the expected return on the market and the risk-free rate:
We multiply each outcome by the stock weight. and then for the probability of occurence of that state of economy
Calculations for boom:
Change of boom x (weighted outcome A + weighted outcome B + weighted outcome C)
0.25 x (0.45 x 0.15 + 0.45 0.27 + 0.1 x 0.05) = 0.05
![\left[\begin{array}{cccccc}Stock&&B&A&C&Totals\\Weights&&0,45&0,45&0,1&&Boom&0,25&0,15&0,27&0,11&0,05&Normal&0,65&0,11&0,14&0,09&0,078975&bust&0,1&-0,04&-0,19&0,05&-0,00985&&&&&return&0,119125&\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcccccc%7DStock%26%26B%26A%26C%26Totals%5C%5CWeights%26%260%2C45%260%2C45%260%2C1%26%26Boom%260%2C25%260%2C15%260%2C27%260%2C11%260%2C05%26Normal%260%2C65%260%2C11%260%2C14%260%2C09%260%2C078975%26bust%260%2C1%26-0%2C04%26-0%2C19%260%2C05%26-0%2C00985%26%26%26%26%26return%260%2C119125%26%5Cend%7Barray%7D%5Cright%5D)
market expected return 0,1191
Market premium: 0,1191 - 0,041 = 0,0781
Answer:
0.1631 ; 16.31%
Explanation:
Given:
Cost of capital = 14% = 0.14
Debt to equity ratio = 60% = 0.6
Cost of debt = 9% = 0.09
Tax rate = 23% = 0.23
Cost of equity : cost of capital + debt - to - equity ratio * (1 - tax rate) * (cost of capital - cost of debt)
Cost of equity = 0.14 + 0.60 × (1 - 0.23) × (0.14 - .09)
Cost of equity :
0.14 + 0.60 * 0.77 * 0.05
0.14 + 0.0231
= 0.1631 ; 0.1631 * 100% = 16.31%