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the graph of a function h is shown below. find one value of x for which…

Question

the graph of a function h is shown below. find one value of x for which h(x)=2 and find h(2). (a) one value of x for which h(x)=2: -2 (b) h(2)=1 incorrect your answer is incorrect. (a): your answer is incorrect. (b): your answer is incorrect. try one last time

Explanation:

Step1: Find $x$ for $h(x)=2$

Locate $y = 2$ on the graph and find the corresponding $x -$value. By observing the graph, when $y=2$, the $x$ - value is $-1$.

Step2: Find $h(2)$

Locate $x = 2$ on the $x$-axis, then find the corresponding $y$-value on the graph of the function. When $x = 2$, $y=0$.

Answer:

(a) One value of $x$ for which $h(x)=2$: $-1$
(b) $h(2)=0$