Answer:
0.69
Explanation:
From the question above on December 31, 2018 a company has an assets of $29 billion and stockholders equity of $22 billion.
On December 31, 2019 the same company recorded an assets of $55billion and stockholders equity of $17billion
Inorder to calculate the debt-to-assess ratio the first step is to find the amount of liabilities
Liabilities= Assets-Stockholders equity
Assets= $55 billion
Stockholders equity= $17 billion
= $55billion-$17billion
= $38 billion
Therefore, the debt-to-assets ratio can be calculated as follows
Debt-to-assets ratio= Total liabilities/Total Assets
= $38 billion/ $55 billion
= 0.69
Hence on December 31, 3019 the debt-to-assets ratio is 0.69
Answer:
long run, productive resources
Calculation of Commission earned:
We are given that Joan sells new cars at a local dealership and she receives a 15% commission on profit.
So we can say that :
Commission earned = 15% * Total profit
Last week she sold 9 cars for the total of $10,870 dealer profit
Hence Commission earned shall be calculated as follows:
Commission earned = 15% * Total profit
Commission earned = 15% * 10870 = $1,630.50
Hence, the Commission earned by Joan is <u>$1,630.50</u>
Answer:
A.8.85%
Explanation:
Computation to determine the weighted average cost of capital for Zonk based on the new capital structure.
First step is to calculate the Cost of equity capital using this formula
Cost of equity capital = Risk free rate + (Beta*Market premium)
Let plug in the formula
Cost of equity capital = 2.3% + (1.13*5.3%)
Cost of equity capital=8.28%
Now let determine theWeighted average cost capital
Weighted average cost capital = [.70*.14*(1-.35)]+(.30*.0828)
Weighted average cost capital= [.70*.14*.65]+.02484
Weighted average cost capital=0.0637+.02484
Weighted average cost capital= .0885*100
Weighted average cost capital= 8.85%
Therefore the weighted average cost of capital for Zonk based on the new capital structure is 8.85%
Answer:
$490,566.04
Explanation:
Calculation for how much will you pay for the policy
Using this formula
Present value of perpetuity= Investment policy Annual inflows/ Required rate of return
Let plug in the formula
Present value of perpetuity=$26,000/0.053
Present value of perpetuity=$490,566.04
Therefore the amount that you will pay for the policy is $490,566.04
