Question

In: Finance

Simply Chocolate Company is considering two possible expansion plans.Proposal X involves opening five stores in North...

Simply Chocolate Company is considering two possible expansion plans.Proposal X involves opening five stores in North Carolina at a cost of $2,400,000. Under Proposal Y, the company would focus on Virginia and open six stores at a cost of $3,000,000. The following information is given for the two proposals:

                                                                 

                                                                           Proposal X           Proposal Y

Required investment                                      $2,400,000        $3,000,000

Estimated life                                                   10 years              10 years

Estimated residual value                                  $200,000              $200,000

Estimated annual net cash flows                        $450,000             $580,000

Required rate of return                                       14%                      14%

Based on the above following problem,

Required: for each proposal, you are asked to calculate

a.Pay back Period

b.Accounting Rate of Return

c.Net Present Value      

d.Profitability Index

3.Indicate which proposal is the better investment.

Solutions

Expert Solution

a. Payback period for Proposal X= 2400000/450000=5.33 year and for proposal Y=3000000/580000= 5.17 year

b. Accounting rate of return for X=450000/2400000=18.75% and for Y= 580000/3000000=19.33%

c.

For Proposal X present value of annual net cash flow=$2347252.04.Calculation given below:

So, NPV=-2400000+2347252.04+200000/1.14^10=$1200.80

For proposal Y present value of annual net cash flow=$3025347.07 Calculation given below:

So, NPV for proposal Y= 3025347.07-3000000+200000/1.14^10=$79295.83

d. Profitability index for X= (NPV+Initial investment)/initial investment=(1200.80+2400000)/2400000=1.0005

Similarly PI for Y= (79295.83+3000000)/3000000= 1.026

As PI for proposal Y is more than X, so proposal Y should be chosen.


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