Last Year:
Sales = $9,500,000
Profit Margin = 25%
Retention Ratio = 30%
Total Assets = $5,225,000
Last Liabilities = $1,045,000
Next Year:
Sales = $7,500,000
Growth Rate = (Sales, Next Year / Sales, Last Year) - 1
Growth Rate = ($7,500,000 / $9,500,000) - 1
Growth Rate = 0.7895 - 1
Growth Rate = -0.2105 or -21.05%
Net Income = Sales * Profit Margin
Net Income = $7,500,000 * 25%
Net Income = $1,875,000
Addition to Retained Earnings = Net Income * Retention
Ratio
Addition to Retained Earnings = $1,875,000 * 30%
Addition to Retained Earnings = $562,500
Increase in Assets = Assets, Last Year * Growth Rate
Increase in Assets = $5,225,000 * (-0.2105)
Increase in Assets = -$1,099,862.50
Increase in Last Liabilities = Last Liabilities, Last Year *
Growth Rate
Increase in Last Liabilities = $1,045,000 * (-0.2105)
Increase in Last Liabilities = -$219,972.50
Additional Funds Needed = Increase in Assets - Addition to
Retained Earnings - Increase in Last Liabilities
Additional Funds Needed = -$1,099,862.50 - $562,500 -
(-$219,972.50)
Additional Funds Needed = -$1,442,390
Suppose that Gyp Sum Industries currently has the balance sheet shown below, and that sales for the year just ended were $9.5 million. The firm also has a profit margin of 25 percent, a retention rat...
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