Intermediate Algebra

OPENSTAX

$Math Studyset 91影视 Explanations$ Math

OER 2017 Edition 路 1346 pages

ISBN: 9780998625720

Chapter 5: Q.66 (page 499)

For the function $g (x) = 16 鈭� 36 x^{2}$ , find:
$鈸� g (鈭� 1) 鈸� g (0) 鈸� g (2)$

Short Answer

Expert verified

The value of $g (- 1)$ for the given function is $- 20$ .

The value of $g (0)$ for the given function is $16$ .

The value of $g (2)$ for the given function is $- 128$ .

Step by step solution

Part (a) Step 1.

The given polynomial function is $g (x) = 16 鈭� 36 x^{2}$

The given value function is $g (- 1), g (0), g (2)$

Part (a) Step 1. The given function is g(x) = 16 − 36x2.The given value function is g(-1)Putting the x=-1 in the given function.

The given function is $g (x) = 16 鈭� 36 x^{2}$

putting $x = - 1$

$g (- 1) = 16 鈭� 36 {(- 1)}^{2} g (- 1) = 16 鈭� 36 脳 1 g (- 1) = 16 鈭� 36 g (- 1) = - 20$

Part (b) Step 1. The given polynomial function is g(x) = 16 − 36x2

The given value function is $g (0)$

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

The given function is $g (x) = 16 鈭� 36 x^{2}$

putting $x = 0$

$g (0) = 16 鈭� 36 {(0)}^{2} g (0) = 16 鈭� 36 脳 0 g (0) = 16 鈭� 0 g (0) = 16$

Part (c) Step 1. The given polynomial function is g(x) = 16 − 36x2

The given value function is $g (2)$

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

The given function is $g (x) = 16 鈭� 36 x^{2}$

Putting $x = 2$

role="math" localid="1644493062630" $g (2) = 16 鈭� 36 {(2)}^{2} g (2) = 16 鈭� 36 脳 4 g (2) = 16 鈭� 144 g (2) = 鈭� 128$

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91影视

For the function $g (x) = 16 鈭� 36 x^{2}$ , find:
$鈸� g (鈭� 1) 鈸� g (0) 鈸� g (2)$

Short Answer

Step by step solution

Part (a) Step 1.

Part (a) Step 1. The given function is g(x) = 16 − 36x2.The given value function is g(-1)Putting the x=-1 in the given function.

Part (b) Step 1. The given polynomial function is g(x) = 16 − 36x2

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

Part (c) Step 1. The given polynomial function is g(x) = 16 − 36x2

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

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91影视

For the function g(x)=16鈭�36x2, find:鈸�g(鈭�1)鈸�g(0)鈸�g(2)

Short Answer

Step by step solution

Part (a) Step 1.

Part (a) Step 1. The given function is g(x) = 16 − 36x2.The given value function is g(-1)Putting the x=-1 in the given function.

Part (b) Step 1. The given polynomial function is g(x) = 16 − 36x2

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

Part (c) Step 1. The given polynomial function is g(x) = 16 − 36x2

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

One App. One Place for Learning.

Most popular questions from this chapter

Recommended explanations on Math Textbooks

Logic and Functions

Pure Maths

Calculus

Applied Mathematics

Discrete Mathematics

Statistics

Study anywhere. Anytime. Across all devices.

For the function $g (x) = 16 鈭� 36 x^{2}$ , find:
$鈸� g (鈭� 1) 鈸� g (0) 鈸� g (2)$