FUNCTIONS + INDICE 2018 J QI points where the curve meets the x-axis. (ii) Write down a suitable domain for the function f(x)=|(x+ 3)(x– 5)| such that f has an inverse. (b) The functions g and h are defined by g(x) = 3x – 1 for x > 1, h(x) = for x+0. (i) Find hg (x).

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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page 42
раper 2
4. INDICES AND SURDS
FUNCTIONS + INDICES AND SURDS
2018 J
Q1
points where the curve meets the x-axis.
(ii) Write down a suitable domain for the function f(x)=|(x+ 3)(x– 5)| such that f has an
inverse.
(b) The functions g and h are defined by
g(x) = 3x – 1
for x > 1,
h(x) =
for x+ 0.
(i) Find hg (x).
(ii) Find (hg)-'(x).
CS Ce Giver that
=i and that he function p has an inverse, write down p-'(b).
KS VENTUR
Transcribed Image Text:page 42 раper 2 4. INDICES AND SURDS FUNCTIONS + INDICES AND SURDS 2018 J Q1 points where the curve meets the x-axis. (ii) Write down a suitable domain for the function f(x)=|(x+ 3)(x– 5)| such that f has an inverse. (b) The functions g and h are defined by g(x) = 3x – 1 for x > 1, h(x) = for x+ 0. (i) Find hg (x). (ii) Find (hg)-'(x). CS Ce Giver that =i and that he function p has an inverse, write down p-'(b). KS VENTUR
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