Dr. Zhivàgo Diagnostics Corporation's income statement for 20X1 is as follows: Sales $ 2,880,000 Cost of goods sold 2,130,000 Gross profit $ 750,000 Selling and administrative expense 300,000 Operating profit $ 450,000 Interest expense 52,100 Income before taxes $ 397,900 Taxes (30%) 119,370 Income after taxes $ 278,530 Compute the profit margin for 20X1. Note: Input the profit margin as a percent rounded to 2 decimal places. Assume that in 20X2, sales increase by 10 percent and cost of goods sold increases by 20 percent. The firm is able to keep all other expenses the same. Assume a tax rate of 30 percent on income before taxes. What is income after taxes and the profit margin for 20X2? Note: Input the profit margin as a percent rounded to 2 decimal places.
Dr. Zhivàgo Diagnostics Corporation's income statement for 20X1 is as follows: Sales $ 2,880,000 Cost of goods sold 2,130,000 Gross profit $ 750,000 Selling and administrative expense 300,000 Operating profit $ 450,000 Interest expense 52,100 Income before taxes $ 397,900 Taxes (30%) 119,370 Income after taxes $ 278,530 Compute the profit margin for 20X1. Note: Input the profit margin as a percent rounded to 2 decimal places. Assume that in 20X2, sales increase by 10 percent and cost of goods sold increases by 20 percent. The firm is able to keep all other expenses the same. Assume a tax rate of 30 percent on income before taxes. What is income after taxes and the profit margin for 20X2? Note: Input the profit margin as a percent rounded to 2 decimal places.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Dr. Zhivàgo Diagnostics Corporation's income statement for 20X1 is as follows:
Sales | $ 2,880,000 |
---|---|
Cost of goods sold | 2,130,000 |
Gross profit | $ 750,000 |
Selling and administrative expense | 300,000 |
Operating profit | $ 450,000 |
Interest expense | 52,100 |
Income before taxes | $ 397,900 |
Taxes (30%) | 119,370 |
Income after taxes | $ 278,530 |
-
Compute the profit margin for 20X1.
Note: Input the profit margin as a percent rounded to 2 decimal places.
-
Assume that in 20X2, sales increase by 10 percent and cost of goods sold increases by 20 percent. The firm is able to keep all other expenses the same. Assume a tax rate of 30 percent on income before taxes. What is income after taxes and the profit margin for 20X2?
Note: Input the profit margin as a percent rounded to 2 decimal places.
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