Problem 1. Find the derivative of each function. 0 Use function or Leibniz notation for the derivative as appropriate. (For example, if a function is given as f (t) then its derivative should be notated f'(t); if it is given as y (by naming the output variable) as a function of f, then its derivative should be notated 1%. 0 Although it wouldn't necessarily be incorrect to use the product rule, quotient rule or chain rule in parts 0), d) and e), avoid using them by rewriting the function before nding the derivative. (a) y=2x4+m32x+5 (b) f(s) = 1.239.458) (c) C = 3g + 6111(q2) (d) ye) = 73:3 (d) P=2tt1