Find y' (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. y= (6-x2) (x3 4x+4) (a) Find y' by applying the product rule. Fully expand your answer. y' = (Simplify your answer. Do not factor.) Find y' (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. y= (6-x2) (x3 4x+4) (a) Find y' by applying the product rule. Fully expand your answer. y' = (Simplify your answer. Do not factor.) Differentiate the function. Simplify the derivative. (3x + 5) 4 dy dx\f32x2- 16x + 3 Given y = , find y'. Simplify the derivative. (4x - 3)" . . . y'= (Type an exact answer in simplified form.)Find the equation of the line tangent to the given curve with the given slope. y= x - 5x, with tangent line of slope 3 . . . The equation of the tangent line is y =Find the equation of the line tangent to the given curve with the given slope. y= x - 5x, with tangent line of slope 3 . . . The equation of the tangent line is y =A metal circular ring is being cooled. Find the instantaneous rate at which the circumference changes with respect to the radius (measured in centimeters). <:> The instantaneous rate of change is I: cm 1 cm. (Type an exact answer including Tl: if necessary. Do write the answer in decimal form.)