Use the limit definition of the derivative td shew that the derivative does not exist at :r. = CI for the function m} = I\" 58. [3 marks] Use the definition ofa derivative to find f'(:r.} for at) 2 52'. 1:2. 68. [2 marks] The given limit below represents the derivative of a function r] at 1'. = t1: _ [1 Ha)\" 1 f h Determine f{:r.] and t1. \fSection 3.3: 113. Find the equation of the tangent line T(:1'.] to the graph of y = 3:2 + 4:1: + 1 at the point (0, 1} [3 marks]. Use a graphing calculator [Google Desmos Graphing Calculator} to help you graph the function and the tangent line at the indicated point [2 marks]. Find the derivative, dy/de, for the following: Section 3.5: 178. y=x - r sinc Section 3.6: 228, 230. y = (3x2 + 3x -1)4 y = cos" (TX) Section 3.7: 280. y = cos ()Section 3.8: 310. Find the equation of the tangent line to the graph of I'y my3 = 2 at the point (13 1} [3 marks]. Use a graphing calculator [Google Desmns Graphing Calculator} to help you graph the function and tangent line at the indicated point. [2 marks] Section 3.9: 332, 34B, 352. For the following, find f'(:l:) for each function. 332. m) = '3': I 34G. x) 2 M433 + 3) :+11 3 234 352. [Use logarithmic differentiation for this. function} y =