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iogann1982 [59]
4 years ago
14

Sam​ Hinds, a local​ dentist, is going to remodel the dental reception area and add two new workstations. He has contacted​ A-De

c, and the new equipment and cabinetry will cost ​$22,000. The purchase will be financed with an interest rate of 8​% loan over 8 years. What will Sam have to pay for this equipment if the loan calls for quarterly payments ​(4 per​ year) and weekly payments ​(52 per​ year)? Compare the annual cash outflows of the two payments. Why does the weekly payment plan have less total cash outflow each​ year?What will Sam have to pay for this equipment if the loan calls for quarterly payments ​(4 per​ year)?
Business
1 answer:
Inga [223]4 years ago
7 0

Answer:

Sam will pay $937.43 weekly or $71.64 quarterly.

The weekly plan has less total cash outflow each year because it involves lower interest charges as the payment is made more frequently.

Sam will have to pay $117.18 if the loan calls for quarterly payments.

Explanation:

The cash outflows are calculated using the PMT formula or function as follows.

Quarterly Payment:

PMT(rate = 0.08/4, nper = 8x4, pv = 22000, fv = 0, 0) = $937.43

Weekly Payment:

PMT(rate = 0.08/52, nper = 8x52, pv = 22000, fv = 0, 0) = $71.64

Annual cash outflow using quarterly payment = $937.43 x 4 = $3749.72

Annual cash outflow using weekly payment = $71.64 x 52 = $3725.28

The weekly plan has $3749.72 - $3725.38 = $24.44 less total cash outflow each year because it involves lower interest charges as the payment is made more frequently.

Sam will have to pay $3749.72 / 32 = $117.18 if the loan calls for quarterly payments.

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Division A made 0.6x last year

 

Also given for last year,

Division B made 40% of the company's total revenue.

If the company’s total revenue for last year is x

40% of x = 0.4x

Division B made 0.4x last year

 

For this year,

We are told that division A's revenue has decreased by 35%

Last year’s revenue was 0.6x

Division A’s revenue for this year = 0.6x – (35% of 0.6x)

= (100% of 0.6x) – (35% of 0.6x)

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Therefore this year, Division A’s revenue is 0.39x

 

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We are told that division B's revenue has decreased by 5%

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= 0.38x

Therefore this year, Division B’s revenue is 0.38x

 

If Division A’s revenue is 0.39x, and Division B’s revenue is 0.38x; then Division A had higher revenue this year.

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