Answer:
A) $4,900
Explanation:
Options are: <em>"A) $4,900 B) $5,000 C) $9,900 D) $14,900"</em>
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Particulars Amount
Original cost $25,000
Damage $30,000
Lower of the two is $25,000
Less: Insurance reimbursement <u>$15,000</u>
Actual loss $10,000
Less: Deduction $100
Less: 10% of AGI (10% of 50,000) <u>$5,000 </u>
Final Deduction <u>$4,900</u>
Note: Flat $100 is deducted from this amount and also 10% of AGI, i.e 10% of $50,000 is deducted to finally arrive at the deduction.
Answer:
t = 18 93 years
Explanation:
Given Data;
Yield to maturity (r) = 0.0843/2 = 0.04215
Current market price = $781.50
Bond = 6.1%
Face value = $1,000
Pv = (%bond * fv/2) * (1-1/(1+r)^2t)/r+fv/(1+r)^2t
Where pv is the current value, fv is the face value, t is the time and r is the yield
Substituting into the formula, we have
781.50 = (0.06*1000/2) * (1-1/(1+0.04215)^2t) /0.04215+ 1000/(1+0.04215)^2t
781.50 = 30.5 * (1 - 0.96^2t) /04215 + 959.55^2t
781.50 = 1.22^2t /0.04215 + 959.55^2t
After simplifying further,
t = 18 93 years
Answer:
$600 million
Explanation:
Valuation of companies using the terminal multiple approach is far less complex than the perpetual or perpetuity growth approach.
With the terminal multiple approach we apply the 'Exit Multiple DCF Terminal Value Formula'.
TV = Financial metric (i.e. EBITDA) x trading multiple (i.e. 15x)
Hence the terminal value of the company is $40*15 = $600
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Answer: Daily, because your money will have more money have interest on it. For example if 5$ is compounded annually and you get 1.3% a year, then you will get 5.013$ at the end of the year. But if it is compounded daily, at the end of the year you will have 5.07$ which is a lot more.
Explanation:
I hope this helped!
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- Zack Slocum
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