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Chapter 5: Q.65 (page 499)

For the function g(x)=4鈭�36x, find:

鈸�g(3)鈸�g(0)鈸�g(鈭�1)

Short Answer

Expert verified

The value of g(3)for the given function is -104.

The value of g(0)for the given function is 4.

The value of g(鈭�1)for the given function is 40.

Step by step solution

01

Step 1. Given Information

The given polynomial function is g(x)=4-36x

The given value function is g(3),g(0),g(-1)

02

Part (a) Step 1. The given function is g(x)=4-36xThe given value function is g(3).Putting the x=3 in the given function.

The given function isg(x)=4鈭�36x

putting x=3

g(3)=4-36脳3g(3)=4-108g(3)=-104

03

Part (b) Step 1. The given polynomial function is  g(x) = 4 − 36x.

The given value function isg(0)

04

Part (b) Step 2. Putting the x=0 in the given function.

The given function is g(x)=4鈭�36x

putting x=0

g(0)=4-36脳0g(0)=4-0g(0)=4

05

Part (c) Step 1. The given polynomial function is  g(x) = 4 − 36x.

The given value function isg(-1)

06

Part (c) Step 2. Putting the x=-1 in the given function.

The given function isg(x)=4鈭�36x

putting x=-1

g(-1)=4-36脳(-1)g(-1)=4+36g(-1)=40

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