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Kaylis [27]
3 years ago
8

Sway's Market is considering a project that will require the purchase of $1.4 million in new equipment. The equipment will be de

preciated straight-line to zero over the 5-year life of the project. The firm expects to sell the equipment at the end of the project for 20 percent of its original cost. New net working capital equal to 10 percent of sales will be required to support the project. All of the new net working capital will be recouped at the end of the project. Annual sales are estimated at $750,000 with costs of $338,000. The required rate of return is 12 percent and the tax rate is 34 percent.What is the value of the depreciation tax shield in Year 2 of the project?
Business
1 answer:
hodyreva [135]3 years ago
7 0

Answer:

tax shield year 2 95,200

Explanation:

The tax shield will be the depreciation expense times tax rate

<u>Our first step is to calculate the depreciation expense:</u>

The equipment is worth 1.4 million and has a 5-years useful life

It is being depreciate on straight-line

depreciation per year

equipment / useful life

1.4 million / 5 = 0.28 = 280,000

<u>Now we apply the tax rate of 34%</u>

280,000 x 34% = 95,200

This will be the tax shield on Year 2

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If you cause a car accident, which type of insurance will require you to pay the least out of pocket?
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2 years ago
Income statement data: Sales $ 5,000 Cost of goods sold 4,200 Balance sheet data: Inventory $ 550 Accounts receivable 110 Accoun
nydimaria [60]

Answer:

A. Accounts receivable period days = 8.0 days

B. Accounts payable period days = 23.4 days

C. Inventory period days = 48.0 days

D. Cash conversion cycle = 32.6 days

Explanation:

A. We know,

Accounts receivable period days = \frac{365}{Accounts receivable turnover}

Accounts receivable turnover = \frac{Net sales}{Average accounts receivable}

Given,

Sales  = $5,000

Accounts receivable = $110

As, there is no beginning balance of accounts receivable, the normal balance of accounts receivable will be treated as average accounts receivable.

Therefore, Accounts receivable turnover = \frac{5,000}{110}

Accounts receivable turnover = 45.5 times

Again, Accounts receivable period days = \frac{365}{45.5}

Accounts receivable period days = 8.0 days

B. We know,

Accounts payable period days = \frac{365}{Accounts payable turnover}

Again, to determine accounts payable period days, we have to find accounts payable turnover.

Accounts payable turnover = \frac{Purchases}{Average accounts payable}

As there is no purchase, cost of goods sold will be used to determine the payable turnover. Moreover, there is no beginning balance of accounts payable, we will use ending accounts payable as average payable.

Given,

Purchase (Cost of goods sold) = $4,200

Accounts payable = $270

Accounts payable turnover = \frac{4,200}{270}

Accounts payable turnover = 15.6 times

Therefore, Accounts payable period days = \frac{365}{15.6}

Accounts payable period days = 23.4 days

C. We know,

Inventory period days = \frac{365}{Inventory turnover}

To determine inventory period days, we have to find inventory turnover.

Inventory turnover = \frac{Cost of goods sold}{Average Inventory}

As there is no beginning balance of inventory, we will use ending inventory as average inventory.

Inventory turnover = \frac{4,200}{550}

Inventory turnover = 7.6 times

Therefore, Inventory period days = \frac{365}{7.6}

Inventory period days = 48.0 days

D. We know,

Cash conversion cycle = Days Inventory Outstanding + Days Sales Outstanding - Days Payable Outstanding

Here, Days Payable Outstanding = Accounts payable period days = 23.4 days

Days Inventory Outstanding = Inventory period days = 48.0 days

Days Sales Outstanding = Accounts receivable period days = 8.0 days

Putting the value in the formula, we can get,

Cash conversion cycle = 8.0 + 48.0 - 23.4 days

Cash conversion cycle = 32.6 days

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