= 25, what does 3' equal? In Problems 91-94, determine the exponential function who 91. YA 16 12- (2, 9) 8 (0, 1) (-1,) (1, 3) y = 0 -3 -2 -1 -2- 3 X 93. (0 1) 20 4.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Please help me with 91,103 Please step by step
25, what does 3' equal?
92.
20
91.
20
16
16
12
12
8
(2, 9)
8.
(0, 1)
4
(-1, )
4
(-1, )
(1, 3)
-3 -2 -1
y = 0
-3
-2 -1
1
2
3 X
-라
94.
93.
yA
(0,-1)
(-1, -)
2
y = 0
3 x
(1,-6)
-10
(-1, –) -4-
-20 F
-8 F
-30 -
(2, -36)
-40 -
-12
96. Find an expor
95. Find an exponential function whose graph has the horizontal
asymptote y = 2 and contains the points (0, 3) and (1, 5).
asymptote
and (-2,1)-
97. Suppose that f (x) = 2*.
(a) What is f(4)? What point is on the graph of/
98. Suppose that
(a) What is
(b) If f(x) :
1
what is x? What point is on the graph of f?
(b) If f(x)
16'
99. Suppose that g (x) = 4* + 2.
(a) What is g(-1)? What point is on the graph of g?
(b) If g(x) = 66, what is x? What point is on the graph
of g?
100. Suppose tha
(a) What is
(b) If g(x)
of g?
1
1. Suppose that H(x)
- 4.
102. Suppose tha
(a) What is H(-6)?What point is on the graph of H?
(b) If H(x) = 12, what is x? What point is on the graph
(a) What is
(b) If F(x)
of H?
(c) Find the zero of H.
of F?
Transcribed Image Text:25, what does 3' equal? 92. 20 91. 20 16 16 12 12 8 (2, 9) 8. (0, 1) 4 (-1, ) 4 (-1, ) (1, 3) -3 -2 -1 y = 0 -3 -2 -1 1 2 3 X -라 94. 93. yA (0,-1) (-1, -) 2 y = 0 3 x (1,-6) -10 (-1, –) -4- -20 F -8 F -30 - (2, -36) -40 - -12 96. Find an expor 95. Find an exponential function whose graph has the horizontal asymptote y = 2 and contains the points (0, 3) and (1, 5). asymptote and (-2,1)- 97. Suppose that f (x) = 2*. (a) What is f(4)? What point is on the graph of/ 98. Suppose that (a) What is (b) If f(x) : 1 what is x? What point is on the graph of f? (b) If f(x) 16' 99. Suppose that g (x) = 4* + 2. (a) What is g(-1)? What point is on the graph of g? (b) If g(x) = 66, what is x? What point is on the graph of g? 100. Suppose tha (a) What is (b) If g(x) of g? 1 1. Suppose that H(x) - 4. 102. Suppose tha (a) What is H(-6)?What point is on the graph of H? (b) If H(x) = 12, what is x? What point is on the graph (a) What is (b) If F(x) of H? (c) Find the zero of H. of F?
93.
yA
(-1.-)
(b)
(0, –1)
94.
2
(0, -1)
(c)
2 3 x = 0
(1, -6)
110. Не
mo
-10-
(1, -e)
(-1, –) -4
or
-20 -
-30
(2,-e?)
-8
(2, -36)
-40
-12-
95. Find an exponential function whose graph has the horizontal
asymptote y = 2 and contains the points (0, 3) and (1,5).
and (-2, 1).
97. Suppose that f (x) = 2*.
(a) What is f(4)? What point is on the graph of f ?
98. Suppose that f(x) = 3*.
(a) What is f (4)? What point is on the graph of f?
111.
(b) If f(x)
1
what is x? What point is on the graph of f?
16'
1
what is x ? What point is on the graph of ↑.
9'
(b) If f(x)
99. Suppose that g(x) = 4* + 2.
(a) What is g (-1)?What point is on the graph of g?
(b) If g(x) = 66, what is x? What point is on the graph
of g?
100. Suppose that g (x) = 5* – 3.
(a) What is g (-1)?What point is on the graph of g?
(b) If g(x) = 122, what is x? What point is on the granh
of g?
101. Suppose that H(x) =
- 4.
102. Suppose that F(x) =
- 3.
(a) What is H(-6)?What point is on the graph of H?
(b) If H(x)
(a) What is F(-5)?What point is on the graph of F?
(b) If F(x) = 24, what is x? What point is on the graph
= 12, what is x? What point is on the graph
of H?
of F ?
(c) Find the zero of H.
(c) Find the zero of F.
Mixed Practice In Problems 103–106, graph each function. Based on the graph, state the domain and the range, and find any
intercepts.
if x < 0
103. f(x)
let
104. f(x)
Set
if x < 0
if x 2 0
lex if x 2 0
if x < 0
105. f(x)
106. f(x)
S-e* if x < 0
if x 2 0
if x 2 0
Transcribed Image Text:93. yA (-1.-) (b) (0, –1) 94. 2 (0, -1) (c) 2 3 x = 0 (1, -6) 110. Не mo -10- (1, -e) (-1, –) -4 or -20 - -30 (2,-e?) -8 (2, -36) -40 -12- 95. Find an exponential function whose graph has the horizontal asymptote y = 2 and contains the points (0, 3) and (1,5). and (-2, 1). 97. Suppose that f (x) = 2*. (a) What is f(4)? What point is on the graph of f ? 98. Suppose that f(x) = 3*. (a) What is f (4)? What point is on the graph of f? 111. (b) If f(x) 1 what is x? What point is on the graph of f? 16' 1 what is x ? What point is on the graph of ↑. 9' (b) If f(x) 99. Suppose that g(x) = 4* + 2. (a) What is g (-1)?What point is on the graph of g? (b) If g(x) = 66, what is x? What point is on the graph of g? 100. Suppose that g (x) = 5* – 3. (a) What is g (-1)?What point is on the graph of g? (b) If g(x) = 122, what is x? What point is on the granh of g? 101. Suppose that H(x) = - 4. 102. Suppose that F(x) = - 3. (a) What is H(-6)?What point is on the graph of H? (b) If H(x) (a) What is F(-5)?What point is on the graph of F? (b) If F(x) = 24, what is x? What point is on the graph = 12, what is x? What point is on the graph of H? of F ? (c) Find the zero of H. (c) Find the zero of F. Mixed Practice In Problems 103–106, graph each function. Based on the graph, state the domain and the range, and find any intercepts. if x < 0 103. f(x) let 104. f(x) Set if x < 0 if x 2 0 lex if x 2 0 if x < 0 105. f(x) 106. f(x) S-e* if x < 0 if x 2 0 if x 2 0
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