Answer:
e. Portfolio P has the same required return as the market (rM).
Explanation:
The answer is e. Portfolio P has the same required return as the market (rM).
let's find the beta of the portfolio = 0.5 * 0.7 + 0.5 * 1.3 = 1.0
From the information above , the required return on the portfolio = risk free rate + beta * (Expected market return - risk free rate) = risk free rate + 1 * (Expected market return - risk free rate) = Expected market return.
Answer: The correct answer is " b. $0 and $450,000. ".
Explanation: First we must calculate the amount for which we change the warehouse ($ 350,000 + $ 150,000) = $ 500,000.
The adjusted base of the warehouse was $ 600,000.
Therefore there is a loss of $ 100,000, which is not recognized because it is not realized at that time in the face of an exchange of such characteristics, the base of the office building must be calculated taking into account the postponed loss:
Fair market value ($ 350,000) + Postponed loss ($ 100,000) = $ 450,000.
Answer:
(i) $1,295 Favorable
(ii) $3,744 Unfavorable
Explanation:
Actual price = Actual cost of materials ÷ Actual materials purchased
= $43,105 ÷ 3,700
= $11.65
Materials price variance = Actual Quantity (Actual Price - Standard Price)
= 3,700($11.65 - $12.00)
= $1,295 Favorable
Standard Quantity = Actual output × Standard quantity per unit of output
= 560 × 4.8
= 2,688
Materials quantity variance:
= Standard Price (Actual Quantity - Standard Quantity)
= $12.00 (3,000 - 2,688)
= $3,744 Unfavorable