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larisa [96]
1 year ago
9

Olivia is willing to pay $185 a month for four years for a car payment. if the interest rate is 4.9 percent, compounded monthly,

and she has a cash down payment of $2,500, what price car can she afford to purchase?
Business
1 answer:
Grace [21]1 year ago
4 0
Let x = the price of the car that Olivia can afford.

Down payment = $2,500
Remaining amount to be financed is P = x - 2500.

Total payments should equal the monthly payments.
The total payment over 4 years (48 months) is
A  = $185*48 = $8,880

The rate is r = 4.9% = 0.049.
The compounding interval is n = 12.
The time is t = 4  years.
The amount financed is P = $(x - 2500).
Therefore
(x - 2500)(1 + 0.049/12)⁴⁸ = 8880
1.216(x - 2500) = 8880
x - 2500 = 7302.63
x = 9802.63
Olivia can afford a car priced at $9,802.63.

Answer: $9,802.63

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Oriole Tire Co. just paid an annual dividend of $1.70 on its common shares. If Oriole is expected to increase its annual dividen
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Answer:

Cost of common stock is 12.02%

Explanation:

The cost of common stock can be computed from share price formula given below:

share price=do*(1+g)/r-g

do is the dividend just paid which is $1.70

g is the expected dividend growth per year which is 3.10%

r is the cost of common stock which is unknown

share price is $19.65

by changing the subject of the formula:

r=do*(1+g)/share price+g

r=1.70*(1+3.10%)/19.65+3.10%

r=1.7527/19.65+3.10%

r=0.0892+3.10%=12.02%

The company's cost of capital which is also the cost of common stock is 12.02%

4 0
1 year ago
Smart Manufacturing budgeted costs for 50,000 linear feet of block are: Fixed manufacturing costs $24,000 per month Variable man
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Answer:

$664,000

Explanation:

The computation of the budgeted total manufacturing cost is shown below:

Budgeted total manufacturing costs is

= Fixed cost + Variable cost

= $24,000 + ($16 × 40,000 linear feet of block)

= $24,000 + $640,000

= $664,000

We simply added the fixed cost and the variable cost so that the total budgeted manufacturing cost could come

3 0
1 year ago
Before prorating the manufacturing overhead costs at the end of 2020, the Cost of Goods Sold and Finished Goods Inventory accoun
AnnZ [28]

Answer:

$2069

Explanation:

Given

Applied overhead costs of Goods sold = $59,300

Applied overhead cost of finished goods = $38,000

Overhead Balance = $97,300

Overhead Cost = $92,000

Overapplied Overhead = Overhead Balance - Overhead Cost

Overapplied Overhead = $97,300 - $92,000

Overapplied Overhead = $5,300

Allocated Amount = (Applied Overhead * Finished Goods /(Overapplied Overhead)

Allocated Amount = ($5,300 * $38,000) ($59,300 + $38,000)

Allocated Amount = ($5,300 * 38,000) (97,300)

Allocated Amount = $2069

5 0
2 years ago
Read 2 more answers
Slotnick Chemical received $230,000 from customers as deposits on returnable containers during 2018. Ten percent of the containe
sesenic [268]

Answer:

$20,909.09

Explanation:

We have been given that Slotnick Chemical received $230,000 from customers as deposits on returnable containers during 2018. 10% of the containers were not returned. The deposits are based on the container cost marked up 10%.

The price after mark-up would be 100\%+10\%=110\%

To find the profit on the forfeited deposits, we will divide $230,000 times 10% by 110% as:

\text{Profit on the forfeited deposits}=\frac{\$230,000\times 10\%}{110\%}

\text{Profit on the forfeited deposits}=\frac{\$230,000}{11}

\text{Profit on the forfeited deposits}=\$20,909.0909

\text{Profit on the forfeited deposits}\approx \$20,909.09

Therefore, Slotnick realize a profit of $20,909.09 on the forfeited deposits.

7 0
1 year ago
For lunch, Maria eats only salads or vegetarian burgers. Her weekly food budget is $36. Each salad costs $6 and each vegetarian
tensa zangetsu [6.8K]

Answer:

3 salads, 6 vegetarian burgers

Explanation:

Data provided in the question:

Weekly food budget = $36

Cost of salad, Cs = $6

Cost of vegetable burger, Cv = $3

Now,

Let the number of salads be 'S'

and, the number of vegetable burgers be 'V'

thus,

S × Cs + V × Cv = $36

or

S × $6 + V × $3 = $36      ............(1)

also,

2 salads and 4 vegetarian burgers will give her a utility of 8

i.e U(2, 4 ) = 8

or

U( S, V ) = SV

Now,

From optimal marginal utility condition

Marginal rate of substitution = \frac{MU_S}{MU_V}=\frac{Cs}{Cv}

or

\frac{V}{S}=\frac{6}{3}

or

V = 2S       ..........(2)

substituting the above value in 1

S × $6 + 2S × $3 = $36  

or

6S + 6S = 36

or

12S = 36

or

S = 3

substituting S in (2)

V = 2(3)

or

V = 6

Hence,

3 salads, 6 vegetarian burgers

4 0
1 year ago
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