8- 6- 2- 10 i0 -8 -6 -2 6 2- 4- -6- -8- -10-

Q: Which of the following graphs represent functions that have inverse functions?

A: If a function satisfies the horizontal line test, then it will be invertible. That means if we draw…

Q: What is the property of the function and its inverse? Graph the two functions show that f[f-1(x)]…

A: The given function is fx=2x+3x+2. obtain the inverse of fx=2x+3x+2.…

Q: Which of the following is the graph of both the function f (x) = 2a»³ and its inverse

A:

Q: Use the graph of f in the given figure to draw the graph of its inverse function ?

A: For the inverse function, the coordinates of f(x) will reverse.  So the coordinates on the inverse…

Q: Suppose f is a one-to-one function with domain A andrange B. How is the inverse functiondefined?…

A: To define the inverse of a function (assuming its existence)

Q: Use the graph of f (see attached) to draw the graph of its inverse function :

A: The graph of the function f is given as,

Q: If you are given a graph of f, how do you find a graph of the inverse function f -1 ?

A: To graph, the inverse function f-1, use the following steps. Step 1) Mark some points on the graph…

Q: 2. Explain how we know the function f(x)= 2.x is one-to one. Then find the inverse function f. x- 3

A: We are asked to  find the inverse of the function.

Q: b. What would be another acceptable way to restrict the domain of the inverse function?

A: We have, y = sinx  So, x = sin-1(y)

Q: Find an expression for the function f(æ) whose graph is a line passing through the points (2, 3) and…

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Q: AY Use the graph of f to draw the graph of its inverse function. 10- 8- Use the graphing tool to…

A: Invertible functions, or the inverse for the function exists then it must have the property that for…

Q: Find the inverse of the function with the domain given. (Enter the domain using interval notation.)…

A: Explanation of the answer is as follows

Q: True or false: fo g is the same function as go f.

A: Solution: The given statement is  fog is the same function as gof? Let  f(x) = x2g(x) = x+1 then…

Q: What patterns are shown in this problem and describe whether these patterns can be generalized to…

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Q: find the inverse of the function on the given domain    f(x)=(x-7)^2,[7,infinity)

A: solution:given f(x)=(x-7)2 The function is  zero when x=7, so  touches the x axis at (7,0).To the…

Q: Explain the relationship between the domain and range of a one-to-one function f and its inverse…

A: In a one-to-one function, given any y value, there is only one x that can be paired with the given…

Q: Jan 27, 10:06:00 AM Find the inverse function of the function f(x) = (3x)3 on the domain a > 0. of…

A: We have to find out inverse of function

Q: For the graph below, identify a restricted domain for which the function has an inverse that is also…

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Q: HIverse lu ..... 4IDIGGO. O A. O B. C. O D.

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Q: Can the graph of a function be symmetric to the x- axis ? Explain why or why not. If a function is…

A: The answer is no. The graph of a function cannot be symmetric to x axis. The definition is as…

Q: Find the inverse of the function on the given domain. f (x) = (x – 10)2, [10, 0) f-1 (x) = QUETIP

A: Take the given function as equal to y the and d find value of x in terms of y.

Q: Answer all parts of the attached question

A: a) For every value of x, there is only one value of y or f(x). So f has an inverse function f-1 b)…

Q: Which one of these is a function?

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Q: The function f is defined by f (x) = -x³ + 3x² – 3x and f(2) =-2. If g is the inverse function of f,…

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Q: Determine the value of ƒ¯'(1) for the function f whose graph is shown below. 64 4 -3 2 1 2 3 4 5 6…

A: Graph of the function is given, we have to find the value of f-1(1)

Q: The notation f -1 means the______ of the function f.

A: We know that if y=fx then after taking f-1 both sides, f-1y=f-1fx=x Hence, x=f-1y so here x is…

Q: Can this be a one to one function?

A: Defnition:  Let f:R→R be a function , if f is said to be one to one then every element in domain has…

Q: s the inverse of the function whose graph is

A: We have to choose the correct answer

Q: a) Explain in words how does the inverse of a function f'(x) relate to the original function f(x).…

A: Inverse of a function is the way of finding the original point of function. If at x=0, f(x)= 2, then…

Q: The function f maps teenagers in the United States to their last names. Explain why the inverse…

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Q: Which of these describes the range of this function?

A: The given graph is the graph of modulus function.

Q: Which of the following functions has its domain identical with its range?

A: 1. sqrt(1-x)  Domain = (-oo,1] Range = [0,oo)   2. |x| Domain = R Range = R+

Q: 8. Sketch the inverse of the function whose graph appears below. Indicate the domain and range of…

A: Graph of inverse function problem....

Q: 4. Use the symmetry to graph the inverse function f'' given the graph of f(x).

A:

Q: The function I maps teenagers in the United States to their last names. Explain why the inverse…

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Q: The range of the inverse of the function f= {(1,4), (2,9), (3, 14), (4, 18)} is

A: The domain of an inverse function is the range of the original, and the range of an inverse function…

Q: The function f has an inverse function, f −1 . Is the domain of f the same as the domain of f −1 ?…

A: The function f has an inverse function, f-1 . Is the domain of f the same as the domain of f-1 ?…

Q: Which one of the following graphs belong to function that has an inverse?

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Q: Does the graph represent a function that has an inverse function? 2)

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Q: 1 If f(x) has an inverse function f-¹(x), could either the graph of for the graph of f-¹ be…

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Q: Which of the sentences is/are true for the following function?

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Q: y = x+6 - ID I0

A: Graphing a function

Q: 2. Find the domain and range of the following function: у %3D 12 — х— х?

A:

Q: If f(x) has an inverse function f-¹(z), could either the graph of for the graph of f be symmetric…

A: Given that fx has an inverse function f-1x. We have to check and explain if either the graph of f or…

Q: What do you mean by even and odd function? Give two examples and show by calculation that those are…

A: f is an Even Function if f(x)=f(-x) g is an odd Function if g(-x)=-g(x)

Q: I am studying for a precalc exam. Could you explain how to find the inverse of a function such as:…

A: Plug g(x)=y , then switch x and y.