Use the functions, g(x) ==|x-1|−5, r(x)=²} (x+5)−3 p(x) = −( ² (x + 1) ²³. + 6 to answer the questions listed below. Provide clear support for how your answer was obtained. a) b) Determine the solution to the inequality g(x) < r(x). Record your solution using interval notation. -10 ✔ 9 ú Determine when g(x) < r(x) < p(x). Record your solution using set notation. 10

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 79E
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Use the functions, g(x)= |x-1|– 5, r'(x) = (x+5)- 3 and
p(x)--((x+1))* + 6 to answer the
questions listed below. Provide clear support for
how your answer was obtained.
a)
b)
Determine the solution to the inequality
g(x) ≤ r(x). Record your solution using
interval notation.
-10
✔
9
i
Determine when g(x) < r(x) < p(x). Record your solution using set notation.
10.
Transcribed Image Text:Use the functions, g(x)= |x-1|– 5, r'(x) = (x+5)- 3 and p(x)--((x+1))* + 6 to answer the questions listed below. Provide clear support for how your answer was obtained. a) b) Determine the solution to the inequality g(x) ≤ r(x). Record your solution using interval notation. -10 ✔ 9 i Determine when g(x) < r(x) < p(x). Record your solution using set notation. 10.
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