Hi, step by step solutions please!

Consider the function F(x) = fox (5 f(t) 2g(t)) dt. Suppose F has a stationary point with x-coordinate x = 3, and that f'(3) = l and g' (3) = 2. Write down an equation involving f(3) and g(3), and classify the stationary point. The equation is The point is a 0 point of inflection O local minimum A local maximum x Find the x-coordinate of the stationary point of the function f(x) = f (8 sin(t) + 4) dt, defined for m'2 S x S 75/2, 1r/2 and classify the stationary point. The x-coordinate of the stationary point of f is x = The point is a 0 point of inflection 0 local minimum 0 local maximum