Question

Riverton Mining plans to purchase or lease $ 430 comma 000$430,000 worth of excavation equipment. If​...

Riverton Mining plans to purchase or lease

$ 430 comma 000$430,000

worth of excavation equipment. If​ purchased, the equipment will be depreciated on a​ straight-line basis over five​ years, after which it will be worthless. If​ leased, the annual lease payments will be

$ 97 comma 133$97,133

per year for five years. Assume​ Riverton's borrowing cost is

7.0 %7.0%​,

its tax rate is

40 %40%​,

and the lease qualifies as a true tax lease.

a. If Riverton purchases the​ equipment, what is the amount of the​ lease-equivalent loan?

b. Is Riverton better off leasing the equipment or financing the purchase using the​ lease-equivalent loan?

c. What is the effective​ after-tax lease borrowing​ rate? How does this compare to​ Riverton's actual​ after-tax borrowing​ rate?

Homework Answers

Answer #1
a. If Riverton purchases the​ equipment, what is the amount of the​ lease-equivalent loan?
For this we need to know the incremental cash flow of the option , over lease
If it is purchased the cashflows in Yr. 0 will be -430000 & annually, for 5 yrs. Depn. Tax shields of (430000/ 5 yrs.*40% tax rate )= $ 34400--ie. Savings in tax
If leased , annual cash outflows, for 5 yrs. will be 97133*(1-40%)= $ 58279.80
Now,lease Vs buy incremental cash flows will be:
Year 0 1 2 3 4 5
Lease -58279.8 -58279.8 -58279.8 -58279.8 -58279.8
Buy -430000 34400 34400 34400 34400 34400
Lease-Buy 430000 -92679.8 -92679.8 -92679.8 -92679.8 -92679.8
Now, amount of the​ lease-equivalent loan=PV of the above incremental cash flows (Yrs. 1 to 5)discounted at the after-tax borrowing cost, ie. 7%*(1-40%)= 4.20%
ie.92679.8*(1-1.042^-5)/0.042=
410286.08
b. From the above, it is evident that leasing the equipment is cheaper by 430000-410286= $ 19713.
NPV(19713) of incremental cash flows is POSITIVE.
So, Riverton will be better off leasing the equipment
c..
Effective​ after-tax lease borrowing​ rate is the IRR of the above incremental cash flows
2.55%
whereas,
Actual​ after-tax borrowing​ rate =7%*(1-40%)=4.2%
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