Answer #6 and follow the Instructions.Not Graded Practice and Problem SolvingExtra Practice is found on page R2.Use the given key features to sketch a linear graph.6. The y-intercept is 7. The function is increasing for all values of x. The function ispositive for x > -3. As x → 0, f(x) → ∞ and as x → -0, f(x) → -0.7 The y-intercept is –1. The function is decreasing for all values of x. The domain of thefunction is -4 s xs 3. The range of the function is -4 sys 3.Example 1Use the given key features to sketch a nonlinear graph.8. The y-intercept is –4. The function has no x-intercepts. As x → 0, f(x) → -∞ and asx--x, f(x) → -.Example 29. The y-intercept is 1. The function is positive for all values of x. The function isdecreasing for x < -1. The function is increasing for x > 1. As x → o, f(x) –→∞ and asx--0, f(x) →∞10. HIKING Andrew is hiking in a mountainous area of a state park. Use the given keyfeatures to sketch a graph.Example 3y-intercept: Andrew starts at an elevation of 0 feet.Extrema: Andrew's maximum elevation is 800 feet.Increasing: At the start of the hike, Andrew's elevation increases steadily for 30 minutes. Then hestops to rest for 5 minutes.Decreasing: Andrew hikes back to his starting point for the final 20 minutes.

Answered: Image /qna-images/answer/80c896b6-ceec-41b3-bb66-59a16cdaf882.jpg

Answered: 6. The y-intercept is 7. The function…

6. The y-intercept is 7. The function is increasing for all values of x. The function is positive for x > -3. As x →0, f(x) →∞ and as x → -0, f(x) → -0.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter3: Linear And Nonlinear Functions

Section3.1: Graphing Linear Functions

Problem 68PFA

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Question

Answer #6 and follow the Instructions.

Not Graded

Practice and Problem Solving
Extra Practice is found on page R2.
Use the given key features to sketch a linear graph.
6. The y-intercept is 7. The function is increasing for all values of x. The function is
positive for x > -3. As x → 0, f(x) → ∞ and as x → -0, f(x) → -0.
7 The y-intercept is –1. The function is decreasing for all values of x. The domain of the
function is -4 s xs 3. The range of the function is -4 sys 3.
Example 1
Use the given key features to sketch a nonlinear graph.
8. The y-intercept is –4. The function has no x-intercepts. As x → 0, f(x) → -∞ and as
x--x, f(x) → -.
Example 2
9. The y-intercept is 1. The function is positive for all values of x. The function is
decreasing for x < -1. The function is increasing for x > 1. As x → o, f(x) –→∞ and as
x--0, f(x) →∞
10. HIKING Andrew is hiking in a mountainous area of a state park. Use the given key
features to sketch a graph.
Example 3
y-intercept: Andrew starts at an elevation of 0 feet.
Extrema: Andrew's maximum elevation is 800 feet.
Increasing: At the start of the hike, Andrew's elevation increases steadily for 30 minutes. Then he
stops to rest for 5 minutes.
Decreasing: Andrew hikes back to his starting point for the final 20 minutes.

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