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GaryK [48]
3 years ago
14

Present value​ (with changing interest​ rates). Marty has been offered an injury settlement of ​$12 comma 000 payable in 3 years

. He wants to know what the present value of the injury settlement is if his opportunity cost is 5​%. ​ (The opportunity cost is the interest rate in this​ problem.) What if the opportunity cost is 6.5​%? What if it is 11.5​%?
Business
1 answer:
lesantik [10]3 years ago
8 0

Answer:

If opportunity cost is 5%, PV=10,366.05

If opportunity cost is 6.5%, PV=9,934.19

If opportunity cost is 11.5%, PV=8,656.79

Explanation:

PV=Σ(\frac{CF_{t} }{(1+i)^{t} })

If opportunity cost is 5%: PV = \frac{12,000 }{(1+0.05)^{3} } =10,366.05

If opportunity cost is 6.5%: PV = \frac{12,000 }{(1+0.065)^{3} } =9,934.19

If opportunity cost is 11.5%: PV = \frac{12,000 }{(1+0.115)^{3} } =8,656.79

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Rachel sells 100 shares short at $43. The sale requires a margin deposit equal to 60 percent of the proceeds of the sale. If the
andrew11 [14]

Answer:

23.25%; 62.01%

Explanation:

(a) Amount received:

= No. of shares × selling price

= 100 × $43

= $4,300

Sales deposit = 60% of Amount received

                        = 0.6 × $4,300

                        = $2,580

Amount paid = No. of shares × Purchase price

                      = 100 × $49

                      = $4,900

Therefore, Loss = $4,900 - $4,300

                           = $600

(b) If buys at $27, then

Amount paid = $27 × 100

                     = $2,700

Profit = $4,300 - $2,700

         = $1,600

Loss on investment:

= ($600 ÷ $2,580) × 100

= 23.25%

Profit on investment:

= ($1,600 ÷ $2,580) × 100

= 62.01%

7 0
3 years ago
Orlando Company, which applies overhead to production on the basis of machine hours, reported the following data for the period
astraxan [27]

Answer:

$37,600 favorable

Explanation:

Variable overhead spending variance can be computed as;

= (Actual hours worked × Actual variable overhead rate) - ( Actual hours worked - Standard variable overhead rate)

= ( 18,800 hours × $77,700/12,000) - (18,800 hours × $4.5)

= [(18,800 × $6.5) - (18,800 × $4.5)]

= $122,200 - $84,600

= $37,600 favorable

6 0
2 years ago
What are goods that consumers buy after making some effort to gather
Leviafan [203]

Answer:

B. Shopping goods

Explanation:

5 0
3 years ago
Read 2 more answers
Please help! Tina Technology is looking to raise $85,000 worth of capital, and she is looking to raise that money through the in
aleksandr82 [10.1K]

Answer:

Throughout this circumstance, the financing approach may be used by Tina Technology through fundraising as well as demand protection from either the SEC.  

Explanation:

The following were all those requirements:

The Crowdfunding framework encourages eligible organizations to deliver as well as sell entrepreneurship security.

  • The principles mandate all transactions together underneath the Crowdfunding Legislation to take place online by an SEC-registered representative, whether through a distributor provider or via a fundraising access.
  • Control the amount that individual financial professionals will impose on certain cryptocurrency donations over a term of one year.
  • For even the most portion, insurance purchased through a crowdfunding marketplace will not be traded once per season. General guide Crowdfunding donations rely on exclusion structures for "troublemakers".
8 0
2 years ago
Suppose that the annual rate of returns on dollar deposits equals 2% and the rate of return on euro deposits is 1%. Furthermore,
Oliga [24]

Answer:

I should invest in dollar deposits.

Explanation:

Current exchange rate is 1 euro = $1.08

Assuming I have y euro, the equivalent in dollar is $1.08y

Rate of return on dollar deposit = 2% = 0.02

Return on investment = $1.08y + (0.02 × $1.08y) = $1.08y + $0.0216y = $1.1016y

Rate of return on euro deposit = 1% = 0.01

Return on investment = y euro + (0.01 × y euro) = y euro + 0.01 y euro = 1.01y euro = 1.01y × $1.08 = $1.0908y

I should invest in dollar deposits because the return on investment is greater than euro deposits.

5 0
3 years ago
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