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cricket20 [7]
3 years ago
12

Travis International has a one-time expense of $2.86 million that must be paid three years from now. Since the firm cannot raise

that amount in one day, it wants to save an equal amount each month over the next three years to fund this expense. If the firm can earn 2.1 percent on its savings, how much must it save each month?
A) $91 ,300.05

B) $73,901.15

C) $77,037.69

D) $87,411.08

E) $78.416.20
Business
1 answer:
zlopas [31]3 years ago
8 0

Answer:

monthly saving  = $77037.69

Explanation:

given data

expense = $2.86 million

earn on saving = 2.1 percent

to find out

how much must it save each month

solution

we find here monthly saving  by formula that is

monthly saving  = future value ÷ \frac{(1+r)^{nt}-1}{r}      .................1

here r is monthly rate that is \frac{2.1}{12} = 0.175% and n is 12 and time is 3 year

so put here value we get

monthly saving  = 2860000 ÷ \frac{(1+0.00175)^{36}-1}{0.00175}    

monthly saving  = $77037.69

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An oil and gas producing company owns 42,000 acres of land in a southeastern state. It operates 630 wells which produce 18,000 b
valkas [14]

Answer:

The bid amount should be $13,200,264.

Explanation:

An oil and gas producing company owns 42,000 acres of land in a southeastern state.

It operates 630 wells which produce 18,000 barrels of oil per year and 1.7 million cubic feet of natural gas per year.

The revenue from the oil is ​$1,800,000 per year and for natural gas the annual revenue is ​$581,000 per year.

Total Annual Revenue

= Revenue from oil + Revenue from gas

= $1,800,000 + $581,000

= $2,381,000

The bid amount should be the present worth of total annual revenue.

Present Worth of total annual revenue

= Revenue \times\ \frac{( 1 + i )^{n} -1 }{i (1 + i)^{n} }

= $2,381,000\ \times\ \frac{( 1 + 0.11 )^{9} -1 }{0.11 × (1 + 0.11)^{9} }

= $2,381,000\ \times\ \frac{( 1.11 )^{9} -1 }{0.11 × (1.11)^{9} }

= $2,381,000\ \times\ \frac{2.5580 - 1 }{0.11 × 2.5580 }

= $2,381,000\ \times\ \frac{1.5580 }{0.281}

= $2,381,000\ \times\ 5.544

= $13,200,264

7 0
3 years ago
George is going shopping for a new car to replace his old one. Which of these costs would be
uranmaximum [27]

The cost that would relevant in the choice of a new car is the the cost to operate the new vehicles.

<h3>What cost would be relevant?</h3>

The cost that would be relevant in the choice of a new car is the cost that is dependent on the type of car chosen. The cost to operate the new car would depend on the type of car chosen. If George buys a more fuel efficient car, the cost of running the car would be cheaper.

To learn more about cost, please check: brainly.com/question/27127934

4 0
2 years ago
Assume that a consumer purchases only two products. Suppose that the consumer's money income doubles, and the prices of the two
Vitek1552 [10]

Answer:

c

Explanation:

A) A shift of the budget line inward to the left

B) A shift of the budget line outward to the right

C) No change in the budget line

D) An increase in the slope of the budget line

5 0
3 years ago
Gabriel Company views share buybacks as treasury stock. In its first treasury stock transaction, Gabriel purchased treasury stoc
denis23 [38]

Answer:

b. decrease no effect

Explanation:

When the treasury stock is repurchased and at a premium. That is the price more than the par value, the excess is debited to the additional paid in capital account as this is the account used to fund the additional amount required to pay the differential.

Retained earnings on the other hand are unaffected by this transaction as long as the company has enough funds in the paid in capital account to complete the transaction.

Total paid in capital will decrease

Retained earnings will have no effect

Hope that helps.

5 0
3 years ago
Cardinal Industries purchased a generator that cost $11,000. It has an estimated life of five years and a residual value of $1,0
Nadya [2.5K]

Answer:

$2080

Explanation:

Given: Cost of generator= $11000.

           Residual value= $1000.

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Now, finding the depreciation expense for the first year using the units-of-activity method.

Formula; Depreciation\ expense= \frac{(cost- residual\ value)}{Total\ estimated\ life\ time\ activity} \times actual\ activity\ performed

⇒ Depreciation expense= \frac{(11000-1000)}{5000} \times 1040

Opening parenthesis

⇒  Depreciation expense= \frac{10000}{5000} \times 1040

⇒  Depreciation expense=  2 \times 1040 = \$ 2080

Hence, the depreciation expense for the first year using the units-of-activity method of depreciation is $2080.

3 0
3 years ago
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