Question

Reformulating Financial Statements For Warranty Expense Income statement data for Whirlpool Industries from the company’s 2016...

Reformulating Financial Statements For Warranty Expense

Income statement data for Whirlpool Industries from the company’s 2016 financial statements follow. Use these data to reformulate the income statement for 2014, 2015, and 2016 under the assumption that warranty expense is a constant percentage of revenue across all three years. Specifically, compute the adjustments to: warranty expense, income tax expense, and net income. The company’s tax rate is 30%.

12 Months Ended ($ millions) Dec. 31, 2016 Dec. 31, 2015 Dec. 31, 2014
Net sales $22,273 $22,446 $21,427
Warranty expense 281 525 287


Compute the average warranty expense to net sales rate over the past three years.

Round answer to two decimal places (ex: 0.02345 = 2.35%)

Answer%

Using your rounded answer, compute the adjusted warranty expense for each year.

Round answers to one decimal place.

Use a negative sign to indicate if the adjustment decreases an account balance.

Income Statements Adjustments 2016 2015 2014
Adjusted warranty expense $Answer $Answer $Answer
Adjustment required to warranty expense Answer Answer Answer
Income tax expense Answer Answer Answer
Net Income Answer Answer Answer

Homework Answers

Answer #1
12 Months Ended ($ millions) Dec. 31, 2016 Dec. 31, 2015 Dec. 31, 2014
Net sales $22,273 $22,446 $21,427
Warranty expense 281 525 287

Warranty Expense Rate = Warranty expense/Net sales * 100

2016 = 281/22273 * 100 = 1.26%

2015 = 525/22446 * 100 = 2.34%

2014 = 287/21427 * 100 = 1.34%

So, average warranty expense = (1.26+2.34+1.34)/3 = 1.65%

Now, following are the income tax adjustments:-

Income Statements Adj 2016 2015 2014
Adjusted warranty expense 22273 * 1.65% = 368 22446 * 1.65% = 370 21427 * 1.65% = 354
Adjustment required 368-281 = 87 370-525 = -155 354-287 = 67
Income tax Expense 87 * 30% = 26.1 -155 * 30% = -46.5 67 * 30% = 20.1
Net Income -113.1 (87 + 26.1) 201.5 (155+46.5) -87.1 (67+20.1)
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