Part A: Find all the x -values that make the function positive (f(x)>0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U. Enter the values of x from smallest to largest. f(x)>0 when x is Part B: Find all the x -values that make the function negative (f(x)<0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U. Enter the values of x from smallest to largest. f(x)<0 when x is Part C: Find all x and y intercepts and list them as ordered pairs.
Part A: Find all the x -values that make the function positive (f(x)>0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U. Enter the values of x from smallest to largest. f(x)>0 when x is Part B: Find all the x -values that make the function negative (f(x)<0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U. Enter the values of x from smallest to largest. f(x)<0 when x is Part C: Find all x and y intercepts and list them as ordered pairs.
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter8: Introduction To Functions
Section8.9: Direct Variation
Problem 8MRE
Related questions
Question
Part A:
Find all the x -values that make the function positive (f(x)>0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U.
Enter the values of x from smallest to largest.
f(x)>0 when x is
Part B:
Find all the x -values that make the function negative (f(x)<0 when x=?) . Enter your answer in interval notation. Enter −∞ as -INF, ∞ as INF, and ∪ (union) as U.
Enter the values of x from smallest to largest.
f(x)<0 when x is
Part C: Find all x and y intercepts and list them as ordered pairs.
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