Steady​ Company's stock has a beta of . If the​ risk-free rate is and the market risk premium is ​, what is an estimate of Steady​ Company's cost of​ equity?

Answers

Answer 1

The question is incomplete as it misses the figures. The following is the complete question.

Steady Company's stock has a beta of 0.21. If the risk-free rate is 6.2% and the market risk premium is 6.9%, what is an estimate of Steady Company's cost of equity?

Answer:

The cost of equity is 0.07649 or 7.649%

Explanation:

The required rate of return or cost of equity capital is the rate required by the investors to invest in a stock based on the systematic risk of the stock as measure by the beta. The required rate of return or cost of equity can be calculated using the CAPM equation. The CAPM equation is,

r = rRF + Beta * rpM

Where,

rRf is the risk free raterpM is the risk premium on market

r = 0.062 + 0.21 * 0.069

r = 0.07649 or 7.649%


Related Questions

Suppose that Mexico experienced a very severe period of inflation in 1972. As prices in Mexico rose, the demand in the foreign exchange market for Mexican pesos:

Answers

Answer:

demand for pesos would fall and supply would rise. their value would decrease as a result

Explanation:

Inflation is a persistent rise in general price level.

When there is high inflation in a country, the demand for the currency would fall because the value of the currency is low. this fall in demand coupled with the excess supply of the currency would lead to a fall in the value of the currency.

Hughey Co. as lessee records a capital lease of machinery on January 1, 2011. The seven annual lease payments of $350,000 are made at the end of each year. The present value of the lease payments at 10% is $1,704,000. Hughey uses the effective-interest method of amortization and sum-of-the-years'-digits depreciation (no residual value). Round to the nearest dollar.

a) Prepare an amortization table for 2 011 and 2012.
b) Prepare all of Hughey's journal entries for 2011.

Answers

Answer:

Both requirements are solved below

Explanation:

An amortization table can be made as follows

DATA

Lease term = 7years

annual lease payments = $350,0000

Present value of the leases payment = $1,704,000

Implicit interest rate = 10%

Requirement A Amortization table for 2011 and 2012

Date   Annual payment  Effective    decreased      Balance

                                          interest        liability                                                                                                                     $1,704,000

12/31/11      $350,000      $170,400     $179,600     $1524,400

12/31/12      $350,000     $152,440     $197,560     $1,326,840

Requirement B journal entries for 2011

January 1  

Entry

                                      DEBIT           CREDIT

Leased machinery     $1,704,000

Lease liability                                   $1,704,000

December 31

Entry

                                      DEBIT           CREDIT

Interest expense       $170,400

Lease liability             $179,600

Cash                                                  $350,000

December 31

Entry

                                                   DEBIT           CREDIT

Depreciation expense(w)         $426,000

Accumulated depreciation                            $426,000

Working

Sum of the years =  (7+6+5+4+3+2+1)    = 28

Cost = $1,704,000

Residual value = $0

Estimated life = 7years

Depreciation expense = $1,704,000 x 7/28

Depreciation expense = $426,000

A project has estimated annual net cash flows of $56,600. It is estimated to cost $339,600.

Required:
Determine the cash payback period.

Answers

Answer:

It will take exactly 6 full years to cover for the initial investment.

Explanation:

Giving the following information:

Cash flow= $56,600

Initial investment= 339,600

The payback period is the time required for the cash flow to cover the initial investment:

Year 1= 56,600 - 339,600= -283,000

Year 2= 56,600 - 283,000= -226,400

Year 3= 56,600 - 226,400= -169,800

Year 4= 56,600 - 169,800= -113,200

Year 5= 56,600 - 113,200= -56,600

Year 6= 56,600 - 56,600= 0

It will take exactly 6 full years to cover for the initial investment.

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