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pogonyaev
2 years ago
9

Aerotron Electronics has just bought a used delivery truck for $15,000. The small business paid $1,000 down and financed the res

t, with the agreement to pay nothing for the entire first year and then to pay $ 506.83 at the end of each month over years 2, 3, and 4 (first payment is in thirteenth month).
a. What nominal interest rate is Aerotron paying on the loan? %
b. What effective interest rate are they paying? %
c. How much of the fourteenth month's payment is interest? How much is principal? payment interest = $ , and principal = $
d. How much of the eighteenth month's payment is interest? How much is principal? payment interest = $ , and principal = $
e. How much of the twenty-second month's payment is interest? How much is principal? payment interest = $ , and principal= $
Business
1 answer:
vladimir1956 [14]2 years ago
3 0

Answer:

a) 12.23%

b)  12.94%

c) 14th month payment interest = $157.33

   14th month principal =  $369.50

d)  18th month payment interest = $142.04

    18th month payment interest = $384.79

e) 22nd month payment interest = $126.12

   22nd month payment interest = $400.71

Explanation:

price of truck = $15000

down payment = $1000

Loan amount = $14,000

assume monthly interest rate = r%

Loan amount after 1 year will be = 14000 * (1+r%)12

next we will determine the annuity factor = [  (1/r)-[(1/r)*(1/ (1+r)t)] ]

r = periodic interest rate , t = number of payments

monthly loan payment = $14000*(1+r%)12 / [  (1/r)-[(1/r)*(1/ (1+r)36)] ]

hence r = 1.019%

a) nominal interest rate

=  1.019% *12 = 12.23%

b) effective interest rate

= (1+1.019%)^12 -1 = 12.94%

attached below is the Amortization schedule

c) 14th month payment interest = $157.33

    14th month principal =  $369.50

d) 18th month payment interest = $142.04

    18th month payment interest = $384.79

e) 22nd month payment interest = $126.12

   22nd month payment interest = $400.71

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3 years ago
A theater group made appearances in two cities. The hotel charge before tax in the second city was $500 lower than in the first.
Naddika [18.5K]

Answer:

Hotel charge in city 1= $5,250

Hotel charge in city 2= $4,750

Explanation:

A theater group made an appearance in two cities.

Let x represent the amount charged in the first city

Let y represent the amount charged in the second city

The hotel charge before tax in the first city is $500 lower than the second city

y= x-500......equation 1

The tax in the first city is 8%

= 8/100

= 0.08

The tax in the second city is 8.5%

= 8.5/100

= 0.085

0.08x + 0.085y= 823.75.........equation 2

Substitute (x-500) for y in equation 2

0.08x + 0.085(x-500)= 823.75

0.08x + 0.085x - 42.5= 823.75

Collect the like terms

0.08x + 0.085x= 823.75+42.5

0.165x= 866.25

x= 866.25/0.165

x = 5,250

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3 years ago
Edmund must pay $6 each for punk rock video cassettes, ????. Edmund is paid $24 per sack for accepting garbage, ????, and his re
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Answer:

The equation for Edmund's budget line is 6C - 24G = 48

Explanation:

A budget line shows all possible combinations of two commodities that a consumer can buy at a given income level and at given market prices of commodities. The equation of the budget line is as follows.

M = (Px).X + {Py).Y where

M = Income

Px = Price of commodity X

X = Units of commodity X purchased

Py = Price of commodity Y

Y = Units of commodity Y purchased

In this question, Edmund's income is $48. Let C represent the units of punk rock video cassettes that he buys. Each one costs $6.

In addition, rather than spending on another commodity, he earns $24 per sack for accepting garbage. Let G represent the number of garbage sacks he accepts. Putting these values in the above equation, we have:

48 = 6C - 24G

Rearranging the equation, we have the final answer, which is:

6C - 24G = 48

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Answer:

E. not change.

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When an organization has a diverse set of employees that can provide insight and cultural sensitivity, this should improve the c
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Answer:

Higher Creativity in Decision Making due to diversity and understanding of the environment in which it operates.

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