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Consider Pacific Energy Company and U

Finance Nov 12, 2020

Consider Pacific Energy Company and U.S. Bluechips, Inc., both of which reported earnings of $965,000. Without new projects, both firms will continue to generate earnings of $965,000 in perpetuity. Assume that all earnings are paid as dividends and that both firms require a return of 14 percent.

 

a. What is the current PE ratio for each company? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)

 

PE ratio           times

 

b. Pacific Energy Company has a new project that will generate additional earnings of $115,000 each year in perpetuity. Calculate the new PE ratio of the company. (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)

 

PE ratio           times

 

c. U.S. Bluechips has a new project that will increase earnings by $215,000 each year in perpetuity. Calculate the new PE ratio of the company. (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)

 

PE ratio           times

Expert Solution

a. Computation of Current PE Ratio for Each Company:

PE ratio = Value of Company / Earnings

Here,

Value of Company = Earnings / Required Rate of Return

= $965,000/14%

Value of Company = $6,892,857.14

 

For Pacific Energy Company:

PE ratio = $6,892,857.14/$965,000 = 7.14 times

 

For U.S. Bluechips, Inc.:

PE ratio = $6,892,857.14/$965,000 = 7.14 times

 

b. Computation of New PE ratio for Pacific Energy Company:

PE ratio = Value of Company / Earnings

Here,

Value of Company = (Earnings + Additional Earnings) / Required Rate of Return

= ($965,000+$115,000)/14%

Value of Company = $7,714,285.71

 

PE ratio = $7,714,285.71/$965,000 = 7.99 times

 

c. Computation of New PE Ratio for U.S. Bluechips Company:

PE ratio = Value of Company / Earnings

Here,

Value of Company = (Earnings + Additional Earnings) / Required Rate of Return

= ($965,000+$215,000)/14%

Value of Company = $8,428,571.43

 

PE ratio = $8,428,571.43/$965,000 = 8.73 times

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