Question: Evaluate k'(1), given k(x) = h(x) + 6x/9There's a table that shows when x=1 f(x) = 3, f'(x) = -8, 9(x) = 2, andg'(x) =

Evaluate k'(1), given k(x) = h(x) + 6x/9There's a table that

Evaluate k'(1), given k(x) = h(x) + 6x/9There's a table that shows when x=1 f(x) = 3, f'(x) = -8, 9(x) = 2, andg'(x) = 3I am unable to open a file, soplease don't make the explanation a file.

The graph below shows y = h(x) and y - J(x). The solid graph, y - h(x). consists of 2 linear #10: Animal: peacock pieces. The dashed graph, y = j (x), consists of 2 linear pieces. Evaluate k'(1), given K(x ) = h( x )+ 6x 9 BYid dominA : E y=j(x) y=h(x) CO #12: Animal

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