The stock is now trading at $52.16 per share.
The current value of an annuity of n regular payments of P at r% with yearly payments is provided by:
PV = P × (1 -(÷r))
Estes Park Corp. distributes a fixed rate of a dividend of P = $7.80 per share on its shares. The corporation will retain this dividend for the following n = 13 years before ceasing dividend payments permanently. If the necessary returns on this stock are not metis r = 11.2% = 0.112.
The actual share price is calculated as follows:
Current share price = $7.80 × (1 -(÷0.112))
$7.80 × ((1 - 0.251) ÷ 0.112)
$52.16
Therefore, the current share price is $52.16
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Answer:
Depreciation and amortization is $7.5 million
Explanation:
If the tax rate is 40%, then the net income is 60%
tax expense=net income*tax rate/60%=$5.4 million/60%*40%=$3.6 million
Depreciation and amortization=EBITDA-tax-interest-net income
EBITDA is $22.5 million
interest is $6 million
net income is $5.4 million
Depreciation and amortization=$22.5 milion-$6 million-$3.6 million-$5.4 million
Depreciation and amortization=$7.5 million
I don’t remember that question
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Brainliest??
The formula for compounding interest is
F= P(1+i)^n
where F is the future worth, P is the principal amount, i is the interest, and n is the number of years. Applying this equation,
F = 2700(1+0.0875)^8
F = $ 5282
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