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Question 3 – Leasing Suppose Procter and Gamble (P&G) is considering purchasing $15 million new manufacturing...

Question 3 – Leasing

Suppose Procter and Gamble (P&G) is considering purchasing $15 million new manufacturing equipment. If it purchases the equipment, it will depreciate it on a straight-line basis over the five years, after which the equipment will be worthless. It will also be responsible for maintenance expenses of $1 million per year. Alternatively, it can lease the equipment for $4.2 million per year for the five years, in which case the lessor will provide necessary maintenance. Assume P&G’s tax rate is 35% and its borrowing cost is 7%.

Required:

  1. What is the NPV associated with leasing the equipment versus financing it with the lease equivalent loan?
  2. What is the break-even lease rate—that is, what lease amount could P&G pay each year and be indifferent between leasing and financing a purchase?

Solutions

Expert Solution

a. If P&G buys the equipment, it will pay $15 million upfront, and have depreciation expenses of $3 million per year, generating a depreciation tax shield of $1.05 (35%*$3) million per year for year 1 to 5.

The company will also have after tax maintenance expense of $0.65 million [$1 x (1-0.35)] per year.

Therefore, the Free Cash Flows (FCF) from buying the equipment is 0.40 million $(1.05 - 0.65) per year from year 1 to 5.

On the other hand, if the company leases the equipment, the after tax lease payment will be $2.73 million [$4.2 x (1-0.35)] per year.

Hence, the Free Cash Flows (FCF) from leases vs buying will be as follows:

Year 0 = -$2.73-(-$15) = $12.27 million

Year 1 to Year 4 = $(-2.73-0.40) = -$3.13 million

Year 5 = $(0-0.40) = -$0.40 million

NPV (Lease vs Buying) = $733,955

Hence, Lease is more attractive than financing a purchase of equipment.

b. We can increase the after-tax lease payments by an amount with present value equal to the NPV in (a). Therefore,

Increase in lease will be 246,363. Therefore, the break-even lease rate is 4.2+0.246363 = $4.446363 million per year, as presented in the following excel format:

Buy Year 0 Year 1 Year 2 Year 3 Year 4 Year 5
Capex -15,000,000 0 0 0 0 0
After tax maintenance -650,000 -650,000 -650,000 -650,000 -650,000
Depreciation tax shield @ 35% 1050000 1050000 1050000 1050000 1050000
Free cash flow (Buy) -15,000,000 400,000 400,000 400,000 400,000 400,000
Lease
Lease payments -4,446,363 -4,446,363 -4,446,363 -4,446,363 -4,446,363 0
Income tax savings @ 35%             1,556,227          1,556,227          1,556,227          1,556,227          1,556,227 0
Free cash flow (Lease) -2,890,136 -2,890,136 -2,890,136 -2,890,136 -2,890,136 0
Lease vs Buy 12,109,864 -3,290,136 -3,290,136 -3,290,136 -3,290,136 -400,000
NPV $0

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