4) if f(x) = 2-x. g(x) = {² Find: f(g(0)). 9(f(0)), :-2
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Solve question 4 please
![1) Find the domain:
A)f(x)=√x
2) Find the range:
A) y 1-2x-x²
5) Find the following limits:
A) lim (¹)(**) (*)
√2X (x-1)
x-1
C) lim
B) g(x)=
X--XX
3) Graph the following functions. Specify the interval over which the function is increasing, decreasing,
or constant. Determine whether the function is even, odd, or neither.
A)y=-x³
B)y=-=-
D)y=-4√√x
E)y=x+1
:-2<x<0
4) if f(x) = 2-x, g(x) = {x-1; 05x52
Find: f(g(0)). g(f(0)). g(g(-1)), (fogof)(1)
-1
G)(x+1)
4-3x³
x-+-∞ √x +9
1) lim
B)y=
C) h(x)=x+3
B) lim
D) lim
4-√²-9
H) lim
XII
VA²+12+5=√5
h
sin(3y)cot (5y)
y-0 y cut (43)
F) lim 7x²
2-00x²³-32²46x
D) n(x) = log₂ (2x + 1)
C)y=1-(0.1)
C)y=√√√=x
F)y=In(1-x)
6) Answer the following:
A] Find the horizontal and the vertical asymptote(s) of the function f(x)=
B) does the function f(x) = have a horizontal asymptote line? Why?
x²+x-1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faa82c98f-d3ff-46ff-9a06-9e0a8e58c6be%2F9abd82b2-033e-4380-8116-1b1fd6d3c0a8%2Fu5czgl7_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1) Find the domain:
A)f(x)=√x
2) Find the range:
A) y 1-2x-x²
5) Find the following limits:
A) lim (¹)(**) (*)
√2X (x-1)
x-1
C) lim
B) g(x)=
X--XX
3) Graph the following functions. Specify the interval over which the function is increasing, decreasing,
or constant. Determine whether the function is even, odd, or neither.
A)y=-x³
B)y=-=-
D)y=-4√√x
E)y=x+1
:-2<x<0
4) if f(x) = 2-x, g(x) = {x-1; 05x52
Find: f(g(0)). g(f(0)). g(g(-1)), (fogof)(1)
-1
G)(x+1)
4-3x³
x-+-∞ √x +9
1) lim
B)y=
C) h(x)=x+3
B) lim
D) lim
4-√²-9
H) lim
XII
VA²+12+5=√5
h
sin(3y)cot (5y)
y-0 y cut (43)
F) lim 7x²
2-00x²³-32²46x
D) n(x) = log₂ (2x + 1)
C)y=1-(0.1)
C)y=√√√=x
F)y=In(1-x)
6) Answer the following:
A] Find the horizontal and the vertical asymptote(s) of the function f(x)=
B) does the function f(x) = have a horizontal asymptote line? Why?
x²+x-1
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