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storchak [24]
2 years ago
13

The+ebit+of+a+firm+is+$300,+the+tax+rate+is+35%,+the+depreciation+is+$20,+capital+expenditures+are+$60+and+the+decrease+in+net+w

orking+capital+is+$30. +what+is+the+free+cash+flow+to+the+firm?.
Business
1 answer:
-BARSIC- [3]2 years ago
4 0

Answer:

Answer:

$215

Explanation:

Eagles product has an EBIT of $400

Its tax rate is 30%

= 30/100

= 0.3

The depreciation is $16

The capital expenditures are $56

The planned increase in net working capital is $25

Therefore, the free cash flow to the firm can be calculated as follows

Free cash flow= EBIT(1-tax)+depreciation-capital expenditures- change in working capital

= 400(1-0.3)+16-56-25

= 400-120+16-56-25

= $215

Hence the free cash flow to the firm is $215

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<h3><u>A Firm Offer: What Is It?</u></h3>

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For instance, you might not be able to maintain the price you initially proposed due to rising raw material costs or running out of stock.

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2 years ago
A market where tenants negotiate rent and other terms with property owners or their managers is referred to as a:_________
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<h3>What are Business User Markets?</h3>

Several other user markets also make purchases, either for their own consumption or with the goal of redistribution to others, in addition to selling finished goods and services to supply chain organizations. When making these purchases, the buyer typically does not significantly alter the goods from their original state. Although technically these markets are also a component of the supply chain, the majority of business users do not actively participate in or directly support production.

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1 year ago
At the​ profit-maximizing output​ rate, what is the average total​ cost?
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3 years ago
bon chance inc has an odd dividend policy the company has just paid a dividend of $8.50 per share and has announced that it will
zysi [14]

Answer:

      \large\boxed{\large\boxed{\$65.90}}

Explanation:

The value that you would be willing to <em>pay for a share today</em> should be the present value of all the <em>dividends </em>you will receive.

The present value of the <em>dividends</em> is equal to the sum of each <em>dividend </em>discounted at the required <em>return</em> rate.

The dividends will be:

  • First year: <em>$8.50 + $6.50</em> = $15.00
  • Second year: $15.00 + <em>$6.50</em> =$21.50
  • Third year: $21.50 + <em>$6.50</em> = $28.00
  • Fourth year: $28.00 + <em>$6.50</em> = $34.50

You must discount each divident at the rate of <em>16%</em>: r = 0.16

Hence, the equation is:

              \frac{\$15.00}{(1+0.16)}+\frac{\$21.50}{(1+0.16)^2}+\frac{\$28.00}{(1+0.16)^3}+\frac{\$34.50}{(1+0.16)^4}

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3 years ago
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