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Sergio [31]
3 years ago
8

Bryant Investments is putting out a new product. The product will pay out $32,000 in the first year, and after that the payouts

will grow by an annual rate of 2.75 percent forever. If you can invest the cash flows at 7.25 percent, how much will you be willing to pay for this perpetuity? (Round to the nearest dollar.)
Business
1 answer:
arsen [322]3 years ago
8 0

Answer:

Present Value= $711,111.11

Explanation:

Giving the following information:

Cash flow= $32,000

Growth rate= 2.75 percent forever.

Interest rate= 7.25 percent

To calculate the present value, we need to use the following formula for a perpetual annuity with growing rate:

PV= Cf/ (i - g)

g= growth rate

i= interest rate

PV= 32,000/ (0.0725 - 0.0275)

PV= $711,111.11

You might be interested in
If a business is in need of working capital, one option is to use a(n) ________ that will buy the company's account receivables
vesna_86 [32]

Answer:

factoring company

Explanation:

Factoring companies purchase your company's invoices (account receivables). When they do that, your company promptly receives a cash advance, instead of waiting for the usual 60, 90 day period to receive the full payment amount. Afterward, the factoring company collects the payment from your clients.

All of that is done for a fee to the factoring company (deducted from the full payment amount) and mostly with clients with whom it is normal to have longer payment periods. Factoring is an essential way to get bigger working capital.

5 0
3 years ago
Read 2 more answers
Carlos Ramirez and Camila Garza organized New World Book Store as a corporation; each contributed $70,900 cash to start the busi
kvasek [131]

Answer:

Net Income = $28,070

Explanation:

As for the provided details:

Balances as on December 31, 2014

Cash = $70,050

Accounts Receivables = $40,000

Inventory = $77,000

Total Assets = $187,050

Accounts Payable = $13,600

Note Payable = $3,400

Interest payable = $180

Total Liabilities = $17,180

Common Stock = $70,900 + $70,900 = $141,800

Retained earnings = $28,070

Total Stockholder's Equity = $169,870

Total of Equity and Liabilities = $187,050

Now, since it is the first year of operations, the balance of retained earnings in beginning = $0.

Also no dividend is paid, therefore, net income for the year shall be

Opening Retained Earnings + Net Income - Dividend = Closing Retained Earnings

$0 + Net Income - $0 = $28,070

Thus, Net Income = $28,070

5 0
4 years ago
A product sells for $250 per unit, and its variable costs per unit are $181. The fixed costs are $430,000. If the firm wants to
brilliants [131]

Answer:

$6600

Explanation:

Given: Selling price= $250 per unit

          Variable cost= $181 per unit.

           Fixed cost= $430000.

           Expected Profit= $25400.

Let´s assume the number of units sold be "x".

Revenue (R) = 250\times x= \$250x

Cost of product (C)= \$ 181\times x+ \$ 430000

∴ Cost of product (C)= \$ 181x+ \$ 430000

Now, finding the number of unit sold.

Forming an equation for profit.

We know, Profit= Revenue-cost

⇒  \$ 25400= 250x- (181x+430000)

Opening parenthesis.

⇒ 25400= 250x- 181x- 430000

⇒ 25400= 69x- 430000

Adding both side by 430000

⇒ 455400= 69x

Dividing both side by 69

⇒ x= \frac{455400}{69}

∴ x= 6600 units

Hence, total number of units sold to earn $25400 is 6600 units.

     

           

6 0
3 years ago
Match the term with the correct definition.
bixtya [17]

Answer:

Matched as below

Explanation:

a. Cashier’s check: A draft drawn by a bank on itself

b. Check:  A draft drawn by a drawer ordering the drawee bank or financial institution to pay a certain amount of money to the holder on demand

c. Certified check:  A draft that is payable on demand, drawn on or payable through a bank, and specially designated

d. Traveler’s check: A draft that had been accepted by the bank on which it is drawn, promising to pay the check when it is presented

8 0
3 years ago
Mmaglaya1 It says that I have to write at least 20 letters
VLD [36.1K]

hmmm...let me see......oh....free free free....free free....um...free?

hope that helps

5 0
3 years ago
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