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Ostrovityanka [42]
3 years ago
5

A proposed new project has projected sales of $195,000, costs of $92,000, and depreciation of $25,200. The tax rate is 25 percen

t. Calculate operating cash flow using the four different approaches. (Do not round intermediate calculations.)
Operating cash flow
EBIT +Depreciation - Taxes 58,800
Top-down
Tax-shield
Bottom-up
Business
1 answer:
rusak2 [61]3 years ago
5 0

Answer:

EBIT + Depreciation - Tax

= (195000-92000-25200) + 25200 - 19450

= $83,550

Top down OCF = EBIT - (EBIT * Tax) + Depreciation  

Top down OCF = (195000-92000-25200) - ((195000-92000-25200) * 0.25) +25200

Top down OCF = 77800 - 19450 + 25200

Top down OCF = $83,550

Tax shield OCF = (Sales - Exp) (1-tax) + (Dep * tax)  

Tax shield OCF = (195000-92000) (1-0.25) + (25200 * 0.25)  

Tax shield OCF = 77250 + 6300

Tax shield OCF = 83550

Bottom Up OCF = Net Income + Dep

Bottom Up OCF = (77800 * (1-0.25) + 25200

Bottom Up OCF = 83550

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A bag of chips will cost $1.25. The price is calculated by making linear equations in two variables and solving them by substitution method.

<h3>What is a linear equation in two variables?</h3>

Linear equation in two variables can be defined as an equation in the form:

\rm ax + by = c , where x and y are variables and a and b are not equal to 0.

For the given problem, let "s" be the cost of a sandwich and "c" be the cost of a chips bag.

Given:

The cost of three sandwiches and two chips bags is $22.00.

Therefore, the 1st equation will be:

\rm 3s +2c = 22                              

The cost of two sandwiches and one chips bag is $14.25.

Therefore, the 2nd equation will be:

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To calculate the cost of a chips bag, we need to solve equation 1 and equation 2 by the substitution method.

From equation 2, the value of c will be:

\begin{aligned}\rm 2s + c &= 14.25\\\\c &= 14.25 - 2s\end                                   ... (3)

Now we will put  \rm c = 14.25 - 2s  in equation 1:

\begin{aligned} \rm 3s + 2c &= 22\\\\3s + 2(14.25 - 2s) &= 22\\\\3s + 28.50 - 4s &= 22\\\\-s + 28.50 &= 22\\\\s &= 28.50 - 22\\\\s &= \$6.50\end

On substituting the value of s in equation 3:

\rm  c = 14.25 - 2s \\\\c = 14.25 - 2(6.50)\\\\c = 14.25 - 13\\\\c = \$1.25

Therefore the cost of a bag of chips is $1.25.

Learn more about linear equations in two variables here:

brainly.com/question/84787

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The method is helpful to provide information about the contracts and their provisions along with the memorandums of understanding and letters of intent .

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