The given functionx) +4) is not one-to-one. Find a restricted domain for which t

Question

The given functionx) +4) is not one-to-one. Find a restricted domain for which the function is one-to-one. Also find the inverse of the function with the restricted domain. Question 2 10 pts Explain how the graphs of g and h are obtained from the graph of f. f(x)=x2. g(x) (x + 4, h(x)-x2 + 4 O The graph of g is obtained from the graph of fby shifting left 4 units, and the graph of h is obtained from the graph of fby moving up 4 units. The graph of g is obtained from the graph of fby shifting left 5 units, and the graph of h is obtained from the graph of /by moving up 5 units. O The graph ofg is obtained from the graph of/by moving up 4 units, and the graph of h is obtained from the graph offby shifting left 4 units. The graph of g is obtained from the graph of/by shifting left 2 units, and the graph of h is obtained from the graph of fby moving up 2 units

Explanation / Answer

f(x)=y=(x+4)2

switching x and y

x=(y+4)2

y+4=x

y=(x)-4

f-1(x)=(x)-4

correct option is the first option

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