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Question 13: {3 points} {a} Find the derivative of _f {z} = (:2 + 3) [2: 5]: by rst expanding the polynomials. Enter the fully simplied expression for f {1} after expanding the polynomials. .f {I} = Enter the derivative of f [I]. J" (a: = _ {In Find the derivative off[z} = (:2 + 3) {2: 5} by using the product rule. Let 9(2) = :2 + 3 and 11(1) = 2: 5. 9'?) = \"{1}: f' {I} = {d} Are the expressions for the derivative in {a} and {h} the same? Question 14: {3 points} 2] 22+5- Find the derivative of _f (z) = Enclose numeratprs and denominators in parentheses. For example, (a {I}! [1 + 1:}. Include a multiplication sign between symbols. For example, (1- 1r. f'l=)= ltl'iuestion 15: {3 points} Find the equation pfthe tangent line to the graph of the function f(.1:) = is? at the point (D, g }. 3_ Enter the exaot