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Sophie [7]
3 years ago
14

Sage Hill Company is negotiating to lease a piece of equipment to MTBA, Inc. MTBA requests that the lease be for 9 years. The eq

uipment has a useful life of 10 years. Sage Hill wants a guarantee that the residual value of the equipment at the end of the lease is at least $4,000. MTBA agrees to guarantee a residual value of this amount though it expects the residual value of the equipment to be only $2,500 at the end of the lease term. If the fair value of the equipment at lease commencement is $100,000, what would be the amount of the annual rental payments Sage Hill demands of MTBA, assuming each payment will be made at the beginning of each year and Sage Hill wishes to earn a rate of return on the lease of 8%
Business
1 answer:
Annette [7]3 years ago
7 0

Answer:

$14,621.99

Explanation:

Calculation to determine what would be the amount of the annual rental payments Sage Hill demands of MTBA,

Let X be the annual lease payments

Annuity factor of 8% for 9 years = 6.74664

Discounting factor of 8% at beginning of 9 years = 0.54027

Annual Rental Payments=$100,000 = (X * 6.74664) + ($2,500 * 0.54027)

Annual Rental Payments=$100,000 = (X * 6.74664) + $1350.675

Annual Rental Payments=(X * 6.74664) = $100,000 - 1,350.675

Annual Rental Payments=X = 98,649.325 / 6.74664

Annual Rental Payments=X = $14,621.99

Annual Rental Payments=X = $14,621.99

Therefore, what would be the amount of the annual rental payments Sage Hill demands of MTBA , is $14,621.99

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b. acquire skills and knowledge that are valuable to firms in both the manufacturing and service sectors.

Explanation:

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Protsky Inc. paid a dividend of $2.20 per share this year. The dividend growth rate for Protsky's dividends is 3 percent per yea
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what is the current prices of a $1,000 par bond maturing in 12 years with a coupon rate of 14%, paid semiannually, that has a yt
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The current prices of a $1,000 par bond maturing in 12 years with a coupon rate of 14%, paid semiannually, that has a ytm of 13% is $ 130000 .

The entire return anticipated on a bond if it is kept to maturity is known as yield to maturity (YTM). Although it is expressed as an annual rate, yield to maturity is regarded as a long-term bond yield. It is, therefore, the internal rate of return (IRR) of a bond investment assuming the investor retains the bond to maturity, with all scheduled payments made and reinvested at the same pace.

Yield to maturity is comparable to current yield, which calculates how much money would be made by purchasing and keeping a bond for a year by dividing annual cash inflows from that bond by its market price. The value of a coupon paying bond is calculated by discounting the future payments (coupon and principal) by an appropriate discount rate.

The bond characteristics are summarized below:

Par Value =     $1,000

Yield        =      13% annual (13/2 =6.5% semi-annual)

Coupon   =      12% with semi-annual payment of $60

Maturity   =      1 year

The value of the bond is calculated as follows:

$1000 of 13%  = (13/1000)* 100 =130

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Current price = $1000*130

Price = $ 130000

Learn more about yield to maturity visit: brainly.com/question/28033398

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