Andres sells personalized hats at a kiosk in the mall. He earns a base salary of $250 a week plus a commission of $3 per hat sold. How much would he earn for a week in which he sells 60 hats? Examine the following steps used to solve the problem. The solution contains an error. Steps Justifications p= 250h + 3 Let p = total pay and h = number of hats. p= 250(60) + (3) Substitute 60 for h. p= $15,003 Andres will earn $15,003 for the week. What is an appropriate problem-solving strategy that gives the correct solution? Use the equation p = (250 – 3)h, where p is total pay and h is the number of hats. Then substituteh= 60 to get the value of p. Use the equation p = (250 + 3)h, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p. Use the equation p= 3h + 250, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p. Use the equation p= 250h – 3, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Andres sells personalized hats at a kiosk in the mall. He earns a base salary of $250 a week plus a commission of $3 per hat sold.
How much would he earn for a week in which he sells 60 hats?
Examine the following steps used to solve the problem. The solution contains an error.
Steps
Justifications
p= 250h + 3
Let p = total pay and h
number of hats.
p = 250(60) + (3)
Substitute 60 for h.
p = $15,003
Andres will earn $15,003 for the week.
What is an appropriate problem-solving strategy that gives the correct solution?
Use the equation p
(250 – 3)h, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p.
Use the equation p =
(250 + 3)h, where p is total pay and h is the number of hats. Then substitute h
60 to get the value of p.
Use the equation p
3h + 250, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p.
Use the equation p
250h – 3, where p is total pay and h is the number of hats. Then substitute h
60 to get the value of p.
Transcribed Image Text:Andres sells personalized hats at a kiosk in the mall. He earns a base salary of $250 a week plus a commission of $3 per hat sold. How much would he earn for a week in which he sells 60 hats? Examine the following steps used to solve the problem. The solution contains an error. Steps Justifications p= 250h + 3 Let p = total pay and h number of hats. p = 250(60) + (3) Substitute 60 for h. p = $15,003 Andres will earn $15,003 for the week. What is an appropriate problem-solving strategy that gives the correct solution? Use the equation p (250 – 3)h, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p. Use the equation p = (250 + 3)h, where p is total pay and h is the number of hats. Then substitute h 60 to get the value of p. Use the equation p 3h + 250, where p is total pay and h is the number of hats. Then substitute h = 60 to get the value of p. Use the equation p 250h – 3, where p is total pay and h is the number of hats. Then substitute h 60 to get the value of p.
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