In: Finance
CURRENT ASSETS INVESTMENT POLICY
Rentz Corporation is investigating the optimal level of current assets for the coming year. Management expects sales to increase to approximately $2 million as a result of an asset expansion presently being undertaken. Fixed assets total $3 million, and the firm plans to maintain a 50% debt-to-assets ratio. Rentz's interest rate is currently 9% on both short-term and long-term debt (which the firm uses in its permanent structure). Three alternatives regarding the projected current assets level are under consideration: (1) a restricted policy where current assets would be only 45% of projected sales, (2) a moderate policy where current assets would be 50% of sales, and (3) a relaxed policy where current assets would be 60% of sales. Earnings before interest and taxes should be 13% of total sales, and the federal-plus-state tax rate is 40%.
Restricted policy | % | |
Moderate policy | % | |
Relaxed policy | % |
b. In this problem, we assume that expected sales are independent of the current assets investment policy. Is this a valid assumption?
-Select-IIIIIIIVV
a. Calculation of ROE
Formula for ROE = Net income / Stockholder's equity
given,
Estimated Sales = $2 million
Total fixed assets = $3 million
Debt to asset ratio will remain at 50%
Calculation of net income under all the situation
Situation 1 (Restricted Policy)
Sales - $2 million
Total assets = Fixed assets + current assets
= $ 3 million + 45% of sales
= $ 3 million + $9,00,000
= $ 3.9 million
Debt ratio = Total Debt / Total Assets
If debt ratio is 50%, then
50% = $3.9 million / Total debt
Total debt = $1.95 million
Interest @ 9% on $1.95 million = $1,75,500
EBIT = 13% of sales = $2,60,000
Total Equity = Total Assets - Total Debt
= $3.9 million - $1.95 million
= $1.95 millio
Income Statement :
Sales - $ 2milliom
EBIT - $2,60,000
Less: Interest - $1,75,500
= $84,500
Less: Tax @ 40% - $33,800
Net Income = $50,700
Formula for ROE = Net income / Stockholder's equity
ROE = $50,700 / $1.95 million
= 2.60 %
Situation 2 (Moderate Policy)
Sales - $2 million
Total assets = Fixed assets + current assets
= $ 3 million + 50% of sales
= $ 3 million + $1 million
= $ 4 million
Debt ratio = Total Debt / Total Assets
If debt ratio is 50%, then
50% = $4 million / Total debt
Total debt = $2 million
Interest @ 9% on $2 million = $1,80,000
EBIT = 13% of sales = $2,60,000
Total Equity = Total Assets - Total Debt
= $4 million - $2 million
= $2 million
Income Statement :
Sales - $ 2milliom
EBIT - $2,60,000
Less: Interest - $1,80,000
= $80,000
Less: Tax @ 40% - $32,000
Net Income = $48,000
Formula for ROE = Net income / Stockholder's equity
ROE = $48,000 / $2 million
= 2.40 %
Situation 3 (Relaxed Policy)
Sales - $2 million
Total assets = Fixed assets + current assets
= $ 3 million + 60% of sales
= $ 3 million + $1.2 million
= $ 4.2 million
Debt ratio = Total Debt / Total Assets
If debt ratio is 50%, then
50% = $4.2 million / Total debt
Total debt = $2.1 million
Interest @ 9% on $2.1 million = $1,89,000
EBIT = 13% of sales = $2,60,000
Total Equity = Total Assets - Total Debt
= $4.2 million - $2.1 million
= $2.1 million
Income Statement :
Sales - $ 2milliom
EBIT - $2,60,000
Less: Interest - $1,89,000
= $71,000
Less: Tax @ 40% - $28,400
Net Income = $42,600
Formula for ROE = Net income / Stockholder's equity
ROE = $42,600 / $2.1 million
= 2.02 %
b. The correct answer is ' No, this assumption would probably not be valid in a real world situation. A firm's current asset policy may have significant effect on sales'. In practical world, the sales do get affected by the current assets of a company, because it includes accounts receivable and inventories which are proportionately changes based on the sales policy of the company and company's sales also gets affected by elements of current assets.