Answer:
c. 7%
Explanation:
According to the given scenario, the computation of the annual stated interest rate on the bonds is shown below:-
Sated interest Rate = Cash interest ÷ Face Value of the bond × 2
= $7,000÷ $200,000 × 2
= 7%
Therefore for computing the annual stated interest rate on the bonds we simply applied the above formula. hence the correct option is c
Answer:
an associate's degree
Explanation:
An associate's degree is an undergraduate, two-year degree program. The associate degree transposes into the first two years of a bachelor's degree. It intends to equip students with the necessary technical skills and academic knowledge required in the workplace. An associate degree prepares a student for further study in their chosen field.
A bachelor's degree takes four years, while a master's degree requires getting a bachelor's degree first.
<span>Simulation is an imitation of a situation or a chance behavior that accurately reflects the situation under consideration. </span>
<span>Steps in conducting a simulation in the correct order (first choice)</span>
• State the problem or question
• State the assumptions,
<span>• Assign digits to represent outcomes,
• Simulate many repetitions
• State your conclusions</span>
<span>If you spend $35 using a credit card you have created, a $35 financial liability for yourself. </span>
Answer:
$710.84 million
Explanation:
Net income = $35 million
Depreciation = $20 million
Capital expenditures = $7 million
Tax rate = 21%
D/E ratio = 0.4
Growth rate = 6%
Equity beta = 1.25
So, firm's asset beta = Equity beta/(1 + D/E*(1-T))
= 1.25/(1 + 0.4*(1-0.21))
= 0.94985
So, Free Cash Flow to the Firm= NI + Depreciation - Capital expenditures
= 35 + 20 - 7
= $48 million
Risk free rate Rf = 5%
Market risk premium = 7.5%
So, firm cost of capital using CAPM is Rf + Beta*(MRP)
Kc = 5 + 0.94985*7.5
Kc = 12.1239
So, Firms value using constant dividend growth model:
FV = FCF*(1+g)/(Kc-g)
FV = 48*1.06 / 0.121239-0.06
FV = 50.88 / 0.061239
FV = 830.8430901876255
FV = $830.84 million
Debt = $120 million
Market Value of equity = FV - Debt
Market Value of equity = $830.84 million - $120 million
Market Value of equity = $710.84 million
