5. (4 pts.) Compute f'(c) by using the definition of the derivative f'(c) = lim (c+h) - f(c) where f(x) = -3x + 2 and c = 2. h 6. Determine the slope of the line tangent to the graph of the given function at the indicated value of x. Write the equation of the tangent line in slope-intercept form. a) (5 pts.) f(x) =x' -3x +2. x=2 b) (5 pts.) f(x) = 2x' -6x +1, x=1 7. Determine the derivative for the given function. Simplify the derivative so that there are no negative or fractional exponents. a) (3 pts.) f(x) = =x"+x - -x+5 b) (4 pts.) "(x) = 2vx + Vx c) (4 pts.) m(x) =3 -4x15 + 3x 2 4 V.x