Find the inverse of the bijective functions below: a) f: R+ → R*, defined by f(x) = x² . %3| b) f: R+ → R+, defined by (x) = 2e3x-1 . х if x20 12х if x< 0 c) f:R → R , defined by f(x) =

Q: Refer to the graphs of f(x) = 2" and the inverse function, y = f x) from Exercise 65. Fill in the…

A: We have plotted the functions f(x) = 2x (in red colour), and its inverse f-1(x) = log2x ( in blue…

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A: We can use the limit in order to proof the continuaty at that point.

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Q: 4. Consider the function if x > 0 {2 if a < 0 g : R – R, g (x) = -2x2 Is this function bijective?…

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Q: What is the inverse of the function 2х + 1 f:R → R, f(x) ? 3.

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A: Use rule to find inverse function

Q: Indicate if the function is bijective from R to R, f (x) = −3x + 4, justify your answer

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Q: 2. For the given functions, i) f(x)=2+ x ii) f(x)= /x+1, xz-1 3x iii) f(x)=- x +2 Find the following…

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