f(x) = x11·h(x)
f '(x) if the first derivative of f(x) (df(x)/dx ). Since f(x) is the product of two other functions (x11 and h(x)), use the Product Rule to find the derivative (f ') of f(x):
f '(x) = d(x11)/dx · h(x) + x11·dh(x)/dx
f '(x) = 11x10·h(x) + x11·h'(x)
f '(-1) = 11(-1)10·h(-1) + (-1)11·h'(-1)
Can you finish it from here?