Find the Inverse function of f over the given interval. Describe the relationship between the graphs. f(x) = -(-3,3) Use a graphing utility to graph fand in the same viewing window. Part 1 of 8 Let y = f(x) and solve for x in terms of y. y= x²y- Part 2 of 8 The equation x²y-x-9y=0 is in the form of ax²+bx+c = 0. ⁹V y =0 The solution set for x is given by the quadratic formula. State the formula, and then enter the correct values. x= y = #V 22 11V1+36 22 y 54 Part 3 of 8 Interchange x and y in the expression for x. 36 V1+ 36
Find the Inverse function of f over the given interval. Describe the relationship between the graphs. f(x) = -(-3,3) Use a graphing utility to graph fand in the same viewing window. Part 1 of 8 Let y = f(x) and solve for x in terms of y. y= x²y- Part 2 of 8 The equation x²y-x-9y=0 is in the form of ax²+bx+c = 0. ⁹V y =0 The solution set for x is given by the quadratic formula. State the formula, and then enter the correct values. x= y = #V 22 11V1+36 22 y 54 Part 3 of 8 Interchange x and y in the expression for x. 36 V1+ 36
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 fill in the blank for, part 4. Fill in the boxes ASAP please.
Transcribed Image Text:Find the Inverse function of f over the given Interval. Describe the relationship between the graphs.
f(x) =
(-3, 3)
Use a graphing utility to graph f and f in the same viewing window.
Part 1 of 8
Let y = f(x) and solve for x in terms of y.
Part 2 of 8
The equation x³y - x-9y = 0 Is In the form of ax² + bx + c = 0.
The solution set for x is given by the quadratic formula. State the formula, and then enter the correct values.
2
V
0
1+ 36
22 y
V
Part 3 of 8
Interchange x and y in the expression for x.
36
22 x
Substitute f (x) In place of y,
Transcribed Image Text:±V 1+ 36
Part 3 of 8
Interchange x and y in the expression for x.
11=√1+
2
Substitute f(x) In place of y,
F-¹(x) = y = ¹ ± √√√1+
Part 4 of 8
y
2x
36
skip (you cannot come back)
36
Since the Inverse unique, It can be either
?♥
1+36x²
2x
1-V1+36x
Recall that the function g is the Inverse function of f, if f(g(x)) =
for each x in the domain of g and g(f(x)) =
for each x in the domain of f.
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