In: Accounting
X Company's profit equation next year is expected to be 0.42R-$11,900, where R is total revenue. Assuming a tax rate of 34%, what must next year's revenue be in order for X Company to earn after-tax profits of $28,000?
Profit Equation = | = 0.42 R - $ 11,900 | ||
Expecting profit in next year = | = $ 28,000 | ||
Expecting profit befor Tax = | = $ 28,000 X 100 /66 | ||
Expecting profit befor Tax = | $ 42,424 | ||
0.42 R - $ 11,900 = | $ 42,424 | ||
0.42 R = $ 42,424 + $ 11,900 | |||
0.42 R = | $ 54,324 | ||
R = = $ 54,324 / 0.42 = | $ 1,29,343 | ||
Answer = Next Year expected revenue = $ 129,343 | |||