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lukranit [14]
3 years ago
11

Your firm needs to invest in a new delivery truck. the life expectancy of the delivery truck is five years. you can purchase a n

ew delivery truck for an upfront cost of $200,000, or you can lease a truck from the manufacturer for five years for a monthly lease payment of $4000 (paid at the end of each month). your firm can borrow at 6% apr with quarterly compounding. should you purchase the delivery truck or lease it? why?
Business
1 answer:
Rasek [7]3 years ago
3 0

First we need to calculate the monthly discount rate for the lease arrangement (EAR):

EAR = (1 + APR / k)^k - 1

= (1 + .06 / 4)^4 – 1

<span> = .06136 or 6 .14% </span>

Monthly rate = (1 + EAR)^(1/12) – 1

= (1.06136)^(1/12) - 1

= .004975 = 0.4975%

Now we can apply the formula for the PV of a constant annuity:

I = .4975

N = 60 = (5 years × 12 months/yr)

FV = 0

PMT = $4000 (lease payment)

Compute PV = 207,051.61

<span>Answer:  Therefore you should purchase the new delivery truck.</span>

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Smart Watch Company reported the following income statement data for a 2-year period.
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Answer and Explanation:

a. The preparation of the correct income statement is as follows:

<u>Year                                   2019                      2020 </u>

Sales revenue                $220,000               $250,000

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purchased                       $173,000               $202,000

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Gross profit                       $53,000                   $62,000

b. The cumulative effect is

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The city of Modesto, California needs more water. The town engineer has selected two plans for comparison: a gravity-based plan
o-na [289]

Answer:

a pumping plan (pump water from a closer water source to the city) is prefered.

the breakeven investment cost in year 10 is $1311018. 802 in order to make these two projects equally preferable

Explanation:

From the given information; we are to :

(a) Use an annual cash flow analysis to find out which plan is preferred

(b) What is the breakeven investment cost in year 10 to make these two projects equally preferable?

The two plans selected by the engineer are:

a gravity-based plan (divert water from the Sierras and pipe it by gravity to the city)

a pumping plan (pump water from a closer water source to the city).

In order to achieve that; let's find out the Present Value for each plan.

The Present Value (PV)  of cost related to a gravity-based plan is:

PV =  2800000 +1000 a_{40} _{\urcorner}   at 10%

PV =  2800000 +97790.50

PV = $2897790.5

The Present Value (PV)  of cost related to a pumping plan

PV = 1400000+ \dfrac{200000}{(1+i)^{10}}+ 25000 a_{40}_{\urcorner}+5000 a_{10}_{\urcorner} + \dfrac{100000 a_{30} _{\urcorner}}{(1+i)^{10}} at 10%

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PV = $2392261.65

Thus; we consider the PV with lower value in order to determine which plan is prefered.

Thus; a pumping plan (pump water from a closer water source to the city) is prefered.

(b).

What is the breakeven investment cost in year 10 to make these two projects equally preferable

Let assume that  I = the break even investment cost in year 10 for the prefered pumping plan.

Then;

$2897790.5 =  $2392261.65 + (I/(1+i)¹⁰) at 10%

$2897790.5 - $2392261.65  = (I/(1+i)¹⁰) at 10%

$505528.85 = (I/(1+i)¹⁰) at  10%

0.3856 I = 505528.85

I = 505528.85/0.3856

I = $1311018.802

Thus; the breakeven investment cost in year 10 is $1311018.802 in order to make these two projects equally preferable

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