In the two functions f and g, fogand gof are both equivalent to x. Which of the following statements must be TRUE? A The two functions are inverses of each other. The two functions are reflections of each other. The two functions are reciprocals of each other. The two functions are translations of each other. B. O O00

Q: 4E. Which mapping shown below represents a function? 10 A. 22 INPUT OUTPUT OB. B oc. -3 OD. 3 4 х у

A: for a function every input  x has a single output y

Q: A D 16. Determine whether the functions are inverses by composing one with the other. f(2) = 11z + 4…

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Q: has a invers

A: If f has a inverse

Q: Find a formula for the inverse function for q. Explain your reasoning using complete sentences and…

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Q: Find the inverse of the relation. Express the final answer using f-¹(x) and state the restrictions,…

A: 9y -4xy = 7y +8Simplify,9y - 4xy - 7y - 8=02y - 4xy - 8 = 02(y - 2xy - 4)= 0y - 2xy - 4 = 0

Q: Choose the one alternative that best completes the statement or answers the question. Decide…

A: The given functions are not inverse because if we put x = -4 , f(×) = -6    But at x=6 , g(x) = -4.

Q: Type the correct answer in each box. Use numerals instead of words. If necessary, use / for the…

A: To determine the inverse of a function, we have to  1. Change f(x) to y 2. Switch x and y. 3. Solve…

Q: INVERSE RELATIONS Find an equation for the inverse relation. 3. у %3 4х - 1 4. y= -2x + 5 5. у…

A: Note: As per our guidelines we are supposed to answer only one question if there are multiple…

Q: Complete the statement. If a function f has an inverse and f(x) = -1, then f (-1)=_ If a function f…

A: The function f has an inverse function and fπ=-1

Q: Find the inverse of the given relation. R= {(-6, 6), (–11, 7), (–1,9), (4, –9), (9, 8), (2, –6), (6,…

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Q: Find a function algebraically for the inverse of the given function.

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