Answer:
.793
Explanation:
Formula
.032=.7^2*.17^2+.3^2*.23^2+2(.7)(.3)(.17)(.23)p
.032=.0142+.0048+.0164p
.032-.0142-.0048=.0164p
.0164p=.013
p=.013/.0164
p=.793
Answer:
1.597
Explanation:
The computation of the factor beta using the one-factor arbitrage pricing model is shown below:
As we know that
= (Expected rate of return - risk-free rate of return) ÷ (market rate of return-risk-free rate of return)
= (17.61% - 3.68%) ÷ (12.4% - 3.68%)
= 1.597
We simply applied the above formula to determine the factor beta and the same is to be considered
The answer is "$228,000".
net income of based on variable costing = $212,000
<span>beginning and ending inventories were 6,000 units and 10,000 units
</span><span>fixed overhead per unit = $4
This is how we calculate the </span>net income under absorption costing;
$212,000 + (10,000 units × $4) – (6,000 × $4)
= $228,000
Answer:
2000 units
Explanation:
We apply the contribution margin concept in solving this.
The selling price is $5
The $1000 overhead cost represents fixed costs.
The $2.50 material cost is the variable cost.
The salary of $4000 is like profits.
Bob has to sell x items to meet the break-even and attain $4000
Break-even = Fixed cost/ contribution margin per unit
fixed cost =$1000
contribution margin = Selling price - variable cost
=$5 -$ 2.50
=$2.50
break-even in units = $1000/2.50
=400 units
To achievea $ 4000 salary , Bob has to sell 400 units + $4000/2.50
=400 unit +1600 units
=2000 units
