Answer:
Option (B) 5.5%
Explanation:
Data provided in the question :
Factor Risk premium
Factor 1 5%
Factor 2 3%
Beta of stock A on factor 1 = 1.4
Beta of stock A on factor 2 = 0.5
Expected return = 14%
Now,
Expected return
= Risk free rate + (Beta of factor 1 × Risk premium of factor 1) + (Beta of factor 2 × Risk premium of factor 2)
or
14% = Risk free rate + (1.4 × 5%) + (0.5 × 3%)
or
14% = Risk free rate + ( 7% + 1.5% )
or
Risk free rate = 5.5%
Hence,
Option (B) 5.5%
D to increase the money supply and lower the inflation rate
Answer:
The correct answer is B.
Explanation:
Giving the following information:
Basic models sell for $ 44 per unit with variable costs of $ 25 per unit. Deluxe models sell for $ 52 per unit with variable costs of $ 25 per unit. Total fixed costs for the company are $1,323. Gabe Industries typically sells three Basic models for every Deluxe model.
First, we need to calculate the weighted sales participation:
Basic= 3/4= 0.75
Deluxe= 1/4= 0.25
Now, we need to calculate the weighted average selling price and variable cost:
weighted average selling price= (selling price* weighted sales participation)= (44*0.75 + 52*0.25)= 46
weighted average variable cost= (variable cost* weighted sales participation)= (25*0.75 + 25*0.25)= 25
Now, we can calculate the break-even point in units:
Break-even point (units)= Total fixed costs / (weighted average selling price - weighted average variable expense)
Break-even point= 1,323/ (46 - 25)= 63 units
Answer:
$15.625
Explanation:
The computation of the no-arbitrage U.S. price of one ADR is shown below:
= Euro U.S. dollar spot exchange rate × closing price per share × number of shares
= €.625 × €5 per share × 5 shares
= $15.625
Simply we multiply the Euro U.S. dollar spot exchange rate with the closing price per share and the number of shares so that the correct price of one ADR can be come