Answer:
$36.8 million
Explanation:
The computation of the free cash flow is shown below:
= EBIT × (1 -Tax Rate) + Depreciation & Amortization - Change in Net Working Capital - net capital Expenditure.
= $56 million × ( 1 - 0.30) + $5.6 million - $2.7 million - $5.3 million
= $39.20 million + $5.6 million - $2.7 million - $5.3 million
= $36.8 million
All other information which is given is not relevant. Hence, ignored it
Answer:
A. 2 to 5 percent of sales
Explanation:
According to the text, management contracts usually stipulate that a fee of 2 to 5 percent of sales be paid to the firm providing the management expertise.
Executive compensation includes benefits such as salaries, perks, incentives, and insurance.
It's hard to read business news without encountering articles about salaries, bonuses, and stock option packages given to CEOs of publicly traded companies. It's not easy to understand the numbers for evaluating how companies are paying their top talent. Investors must ensure that executive compensation works in their favor.
The board, at least in principle, seeks to align management's actions with the company's success through remuneration agreements. The idea is that the CEO's performance adds value to the organization. “Pay for performance” is the mantra most companies use when describing compensation plans.
Most people can support the idea of paying for results, but this concept implies that the CEO takes risks. The CEO's wealth should scale with the company's wealth. When considering a company's compensation program, look at the extent to which management is involved in generating returns for investors.
Learn more about Executive Compensation here : brainly.com/question/14391055
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Answer:
Explanation:
First of all we shall calculate the present value of an annuity( at the end of 7 years ) of 1475
at interest rate of 6/12 = .5 % for total instalment of 12 x 8 = 96 ( 6% compounded monthly )
rate of intt .5% , no of instalment 96
PV of annuity of 1475
= 112252.66
This amount has to be discounted at 9 % to present value for 7 years
or calculated at 9/12 = .75% for 84 instalment
PV of 112252.66
= 59925.55
Now , we shall calculate PV of annuity of 1475 for 7 years compounted monthly ( rate of intt .75 % , no of instalment 84)
PV of annuity of 1475
= 91671.84
Total value
= 59925.55 + 91671.84
= 151597.39
