Question: Let h ( x ) = { x i f x 0 x 2 i f 0 2 ( a ) Evaluate each limit if

Let
h(x)={xifx0x2if02
(a) Evaluate each limit if it exists. (If an answer does not exist, enter DNE.)
(i)limx0+h(x)
(ii)limx0h(x)
(iii)limx1h(x)
(iv)limx2-h(x)
(v)limx2+h(x)
Let h ( x ) = { x i f x < 0 x 2 i f 0 2 ( a )

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