Mike's monthly income can be modeled by the function m(x)= 0.08x+2000 and An monthly income can be modeled by the function a(x) =0.05x+ 2250, where x is the sales for the month. 54. Write a function, c(x), that represents Mike and Amy's combined monthly income A) c(x)=0.03x+250 B) c(x)=0.03x+2450 C) c(x)=0.013x+4250 D) c(x)=0.13x+4250 55. What is their combined monthly income if sales for the month are $24,500? A) $985.00 B) $7435.00 C) $4568.50 D) $3185.0 GSE Algebra IIA Week 6 Page 24 of 27

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.6: Solving Quadratic Equations By Using The Quadratic Formula
Problem 64PFA
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54 & 55
Mike's monthly income can be modeled by the function m(x) = 0.08x +2000 and Amy's
monthly income can be modeled by the function a(x) = 0.05x+2250, where x is the amount of
sales for the month.
54. Write a function, c(x), that represents Mike and Amy's combined monthly income.
A) c(x)=0.03x+250
B) c(x) = 0.03x+2450
C) c(x)= 0.013x+4250
D) c(x)=0.13x+4250
55. What is their combined monthly income if sales for the month are $24,500?
SOT2
B) $7435.00
A) $985.00
C) $4568.50
D) $3185.00
GSE Algebra IIA Week 6
Page 24 of 27
Transcribed Image Text:Mike's monthly income can be modeled by the function m(x) = 0.08x +2000 and Amy's monthly income can be modeled by the function a(x) = 0.05x+2250, where x is the amount of sales for the month. 54. Write a function, c(x), that represents Mike and Amy's combined monthly income. A) c(x)=0.03x+250 B) c(x) = 0.03x+2450 C) c(x)= 0.013x+4250 D) c(x)=0.13x+4250 55. What is their combined monthly income if sales for the month are $24,500? SOT2 B) $7435.00 A) $985.00 C) $4568.50 D) $3185.00 GSE Algebra IIA Week 6 Page 24 of 27
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