Evaluate p'(1), given that p(x) = 4(f(x) + j(x))?There's a table that shows when x = 1 f(x) = 3, f'(x) = -8, g(x) = 2, and g'(x) = 3I am unable to open a file, so please don't make the explanation a file.

The graph below shows y = h(x) and y = / (x). The solid graph, y = /(x). consists of 2 linear pieces. The dashed graph, y = j (x). consists of 2 linear pieces. # #11: Animal: Dog Evaluate p' lil, given that p (x) = 4 ( f ( x) + ) () V=j(x) v=h(x)