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One employee of a computer store is paid a base salary of $1000 a month plus an 8% commission on all sales over $8000 during the month. The equation 1000 + 0.08(y - 8000) = 4000, where y is the amount of sales, in dollars, can be used to determine that the employee must have sales of $45,500 to earn $4000 for the month. A second employee is paid a base salary of S3000 plus a 5% commission on all sales during the month. (A) How much must the second employee sell in one month to earn a total of $4000 for the month? (B) Determine the sales level at which both employees receive the same monthly income. (C) If employees can select either of these payment methods, how would you advise an employee to make this selection? (A) Write an equation required to find the solution for the second employee, using x to represent the amount of sales, in dollars, by the second employee. 3000 + (0.05)x = 4000 (Use integers or decimals for any numbers in the equation. Do not simplify.) The second employee must sell $ 20,000 to earn $4000 for the month. (B) The employees earn the same monthly income if they each sell S (Round to the nearest dollar.)

One employee of a computer store is paid a base salary of $1000 a month plus an 8% commission on all sales over $8000 during the month. The equation 1000 + 0.08(y - 8000) = 4000, where y is the amount of sales, in dollars, can be used to determine that the employee must have sales of $45,500 to earn $4000 for the month. A second employee is paid a base salary of S3000 plus a 5% commission on all sales during the month. (A) How much must the second employee sell in one month to earn a total of $4000 for the month? (B) Determine the sales level at which both employees receive the same monthly income. (C) If employees can select either of these payment methods, how would you advise an employee to make this selection? (A) Write an equation required to find the solution for the second employee, using x to represent the amount of sales, in dollars, by the second employee. 3000 + (0.05)x = 4000 (Use integers or decimals for any numbers in the equation. Do not simplify.) The second employee must sell $ 20,000 to earn $4000 for the month. (B) The employees earn the same monthly income if they each sell S (Round to the nearest dollar.)

Intermediate Algebra
Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter7: Rational Expressions And Functions
Section7.5: Solve Applications With Rational Equations
Problem 7.103TI: The number of calories, c, burned varies directly with the amount of time, t, spent exercising....
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One employee of a computer store is paid a base salary of $1000 a month plus an 8% commission on all sales over $8000 during the month. The equation 1000 + 0.08(y – 8000) = 4000, where y is the amount of sales, in dollars, can be used to determine that the employee must have sales of $45,500 to earn $4000 for the month. A second employee is paid a base salary of $3000 plus a 5% commission on all sales during the month. (A) How much must the second employee sell in one month to earn a total of $4000 for the month? (B) Determine the sales level at which both employees receive the same monthly income. (C) If employees can select either of these payment methods, how would you advise an employee to make this selection? (A) Write an equation required to find the solution for the second employee, using x to represent the amount of sales, in dollars, by the second employee. 3000 + (0.05)x = 4000 (Use integers or decimals for any numbers in the equation. Do not simplify.) The second employee must sell $ 20,000 to earn $4000 for the month. (B) The employees earn the same monthly income if they each sell $ (Round to the nearest dollar.)
Transcribed Image Text:One employee of a computer store is paid a base salary of $1000 a month plus an 8% commission on all sales over $8000 during the month. The equation 1000 + 0.08(y – 8000) = 4000, where y is the amount of sales, in dollars, can be used to determine that the employee must have sales of $45,500 to earn $4000 for the month. A second employee is paid a base salary of $3000 plus a 5% commission on all sales during the month. (A) How much must the second employee sell in one month to earn a total of $4000 for the month? (B) Determine the sales level at which both employees receive the same monthly income. (C) If employees can select either of these payment methods, how would you advise an employee to make this selection? (A) Write an equation required to find the solution for the second employee, using x to represent the amount of sales, in dollars, by the second employee. 3000 + (0.05)x = 4000 (Use integers or decimals for any numbers in the equation. Do not simplify.) The second employee must sell $ 20,000 to earn $4000 for the month. (B) The employees earn the same monthly income if they each sell $ (Round to the nearest dollar.)
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