Answer:
2.27%
; 61.54%
Explanation:
Given that,
Sales/Total assets = 2.2x
Return on assets (ROA) = 5%
Return on equity (ROE) = 13%
Therefore,
Return on assets = Profit margin × Assets turnover
0.05 = Profit margin × 2.2
Profit margin = 0.05 ÷ 2.2
Profit margin = 0.0227 or 2.27%
Percent of total assets is from equity:
= Return on assets ÷ Return on equity
= 0.05 ÷ 0.13
= 0.3846 or 38.46%
Hence, the debt is as follows:
Debt = Assets - equity
= 1 - 0.3846
= 0.6154 or 61.54%
Answer:
Present value= $62,722.875≈ $62,723
Explanation:
To calculate present value use this formula
Present value= Yearly payment*{[1-(1+rate)^-period]/rate}
Present value= 8,500*{[1-(1+0.11)^-16]/0.11}
Present value= 8,500* {0.8117/0.11}
Present value= 8500*7.379= $62,722.875
Answer:
The correct answer is letter "A": Digital technology.
Explanation:
When talking about commerce, digital technology has allowed buyers and sellers from different parts of the world find and offer goods and services without the need to physically meet. The transaction also includes all the steps and efforts necessary to deliver consumers the product at the door of their houses.
Besides, digital technology has allowed consumers to express their ideas massively based on the experience they had with the digital vendors and price so other prospective consumers have an idea of the service provided by the merchant is good or if they should look for a different seller.
Answer:
(1) Payback period is 4.588 years or 4 years and 215 days
(2) 5.13%
Explanation:
(1)
Payback period is the time period in which Initial Investment made in the project is recovered in the form of cash inflows.
Payback period = Initial Investment / Annual net cash flow
Payback period = $390,000 / $85,000 = 4.588 years = 4 years and 215 days
(2)
As per given data
Net Income = $20,000
Initial Investment = $390,000
Annual rate of return is the ration of net income to the investment made in the project.
Annual rate of return = Annual net Income / Initial Investment
Annual rate of return = ($20,000 / $390,000) x 100 = 5.13%
Answer:
Option (B) is correct.
Explanation:
Cost of Equity (Ke) = Rf + Beta ( Rp)
where,
Rf = risk free rate
Rp = Market risk premium
Hence,
Beta systematic risk
:
= 7% + 1.7 (6%)
= 7% + 10.2%
= 17.2%
Post Tax cost of debt:
= Kd ( 1 - T)
where,
Kd = cost of debt
T = tax rate
= 20% * (1-0.4)
= 12%
WACC = [ (Ke × We) + (Wd × Kd(1-T)) ]
where,
We = weight of equity
Wd = weight of debt
= [(17.2% × 0.6) + (0.4 × 20% × (1 - 0.4))]
= 10.32% + 4.80%
= 15.12%
