Answer:
8.04%
Explanation:
The formula to compute WACC is shown below:
= Weightage of debt × cost of debt × ( 1- tax rate) + (Weightage of common equity × (cost of common equity)
= (0.38 × 5.46%) × ( 1 - 40%) + (0.62 × 10.96%)
= 1.24488% + 6.7952%
= 8.04%
The weightage of common equity would be
= 100% - 38%
= 62%
This is the answer and the same is not provided in the given options
Answer:
Current ratio = <u>Current assets</u>
Current liabilities
2.6 = <u>$11,400</u>
Current liabilities
Current liabilities = <u>$11,400</u>
2.6
Current liabilities = $4,385
Quick ratio = <u>Current assets - Inventory</u>
Current liabilities
Quick ratio = <u>$11,400 - $4,000</u>
$4,385
Quick ratio = 1.69
Explanation:
Current ratio is the ratio of current assets to current liabilities. The current ratio and current assets have been provided in the question with the exception of current liabilities. Thus, we will make current liabilities the subject of the formula.
Quick ratio is calculated as current assets minus inventory divided by current liabilities. Since the current liabilities have been calculated. Then, we will divide the difference between current assets and inventory by current liabilities so as to determine the quick ratio.
Alright, so we start out with $12000, and we'd add from there. Since we add 1$ for every passenger, our equation with p being the number of passengers would be 1*p (e.g. for 1 passenger we have 1*1=1, 2 passengers we have 1+1(2 times)=2). Substituting 50,000 for p, we have 1*50,000=50,000. Next, we have to add 12,000 to that (as that's a flat fee) to get 50000+12000=62000
Answer:
e. $42,438
Explanation:
The computation of the retained earning is shown below:
Earning after tax = Sales - cost - depreciation expense - interest expense - income tax expense
= $318,400 - $199,400 - $28,600 - $1,100 - $30362
= $58,938
The income tax expense equal to
= (Sales - cost - depreciation expense - interest expense) × tax rate
= ($318,400 - $199,400 - $28,600 - $1,100) × 0.34
= $30362
Now the retained earning equal to
= Earning after tax - dividend paid
= $58,938 - $16,500
= $42,438
Answer:
$10,800
Explanation:
The computation of effect on the quantity factor is shown below:-
Actual variable cost = 18,000 × $5
= $90,000
Planned variable cost = 16,000 × $5.40
= $86,400
Total change in contribution margin = Actual variable cost - Planned variable cost
$90,000 - $86,400
= $3,600
Change in quantity = 18,000 - 16,000
= 2,000 units
Effect on the quantity factor = Change in quantity × Cost per unit
= 2,000 units × $5.40
= $10,800