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Vadim26 [7]
3 years ago
9

Last year Kruse Corp had $355,000 of assets, $403,000 of sales, $28,250 of net income, and a debt-to-total-assets ratio of 39%.

The new CFO believes the firm has excessive fixed assets and inventory that could be sold, enabling it to reduce its total assets to $252,500. Sales, costs, and net income would not be affected, and the firm would maintain the same debt ratio (but with less total debt). By how much would the reduction in assets improve the ROE?
Business
1 answer:
maksim [4K]3 years ago
6 0

Answer:

It will improve the ROE by 5.29%  to 18.34% from 13.05%

Explanation:

<u>current values</u>

assets 355,000

sales  403,000

net income 28,250

debt to assets = 39%

debt = assets x 39% =  355,00 x .39 = 138,450

equity = assets - debt = 355,000 - 138,450 = 216,550

<u>Current ROE</u>

net income / own funds (equity)

28,250/216,500 = 0,1304849 = 13.05%

<u>With the proposition of reducing assets to 252,500</u>

debt = assets x 39% =  252,500 x .39 = 98,475

equity = assets - debt = 252,500 - 98,475 = 154,025‬

<u>proposition expected ROE</u>

28,250/154,025 = 0,183411783 = 18.34%

<em>Change in ROE 18.34 - 13.05 = 5.29</em>

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<h2>Question:</h2>

As the data in incomplete, lets consider the data found on the net for the same question

DATE         LIBOR

week 1        1.98%

week 2       1.64%

week 3       1.54%

week 4       1.31%

week 5       1.57%

week 6       1.69%

week 7       1.66%

week 8       1.94%

week 9       1.92%

(This data in not given in the question. If some values differ from this data, just change the that value in the method below and you'll get your answer)

<h2></h2><h2>Answer:</h2>

Floating rate = 0.25%

Maximum rate = 2.24%

Minimum rate = 1.71%

General formula for for finding rate of interest of a week

Week Rate = Previous Week's Rate (LIBOR from table) + Floating Rate

Lets find the values:

Week 2 rate  = Week 1 rate + 0.25%   = 1.98% + 0.25% = 2.23%

Week 3 rate  = Week 2 rate + 0.25%  = 1.64% + 0.25% = 1.89%

Week 4 rate  = Week 3 rate + 0.25%  = 1.54% + 0.25% = 1.79%

Week 5 rate  = Week 4 rate + 0.25%  = 1.31% + 0.25% = 1.56%

Week 5 rate is lower than the minimum rate, rate of Week 5 can be taken as minimum rate

Week 5 rate = 1.71%

Week 6 rate  = Week 5 rate + 0.25%  = 1.57% + 0.25% = 1.82%

Week 7 rate  = Week 6 rate + 0.25%  = 1.69% + 0.25% = 1.94%

Week 8 rate  = Week 7 rate + 0.25%  = 1.66% + 0.25% = 1.91%

Week 9 rate  = Week 8 rate + 0.25%  = 1.94% + 0.25% = 2.19%

Week 10 rate = Week 9 rate + 0.25%  = 1.92% + 0.25% = 2.17%

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Answer:

Champion

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achieve economies of scope

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Answer:

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C) has no effect on Carr's earnings and profits for federal income tax purposes.

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