A company pays $20 per hour for up to 8 hours of work, and $30 per hour for overtime hours (hours beyond 8 hours). For up to 8 hours worked, the equation for total pay (y) for hours worked (x) is y = 20x. For over 8 hours worked, what is the equation for total pay (y) as a function of total hours worked (x)? y = 160 +Ex: 20(x - 4)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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Tunctions
CHALLENGE
2.6.1: Piecewise linear functions.
АCTVITY
380482 2324162gxzgy
Jump to level 1
A company pays $20 per hour for
overtime hours (hours beyond 8 hours). For up to 8 hours worked, the
equation for total pay (y) for hours worked (x) is y = 20x. For over 8 hours
worked, what is the equation for total pay (y) as a function of total hours
worked (x)?
to 8 hours of work, and $30 per hour for
y = 160 +Ex: 20(x-4)
4
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Next
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as this section? I6 91
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cer
DII
Transcribed Image Text:Tunctions CHALLENGE 2.6.1: Piecewise linear functions. АCTVITY 380482 2324162gxzgy Jump to level 1 A company pays $20 per hour for overtime hours (hours beyond 8 hours). For up to 8 hours worked, the equation for total pay (y) for hours worked (x) is y = 20x. For over 8 hours worked, what is the equation for total pay (y) as a function of total hours worked (x)? to 8 hours of work, and $30 per hour for y = 160 +Ex: 20(x-4) 4 Check Next Feedback as this section? I6 91 Provide feedback cer DII
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