0 Question 1 E1 0:1 pt 0 3 S 29 (D Details Let p(:13) = 4.7mm. Use a calculator or a graphing program to find the slope of the tangent line to the point (:13, p(m)) when a: = 1.4. Give the answer to 3 places. Submit Question 0 Question 2 E1 on pt '0 3 Q 29 (D Details The slope of the tangent line to the parabola y = 3332 -|- 5:1: -I 3 at the point ( 5, 53) is: [:1 The equation of this tangent line can be written in the form 3; = ms: + b where m is: [: Submit Question 0 Question 3 E 0/1 pt '0 3 23 29 (9 Details Show all the answers in exact values. The slope of the 3 1 tangent line to the curve 3; : at the point (9, 3) or: is: The equation of this tangent line can be written in the form y : mac | b where: Submit Question 0 Question 4 E 0/1 pt '0 3 23 29 6) Details Use the limit definition of the derivative to find the slope of the tangent line to the curve f(a:) = 6a: 9 ates: 4 Submit Question 0 Question 5 B 0/1 pt 0 3 8 29 G) Details Let me) = 43:2 139: + 13 The slope of the tangent line to the graph of f(3) at the point (2, 3) is The equation of the tangent line to the graph of f (:0) at (2,3) isy 2 mac + bfor m:- and b=- Hint: the slope is given by the derivative at x : 2, ie. (. f(2+h)f(2)) llIIl h>0 h Submit Question 0 Question 6 E 0/1 pt 0 3 8 29 6) Details Let f(:c) = 12 3. Compute f'(3) using the limit definition and show in exact vlaues f'l3) =[ ] Find an equation of the tangent line at so : 3 0 Question 7 B 0/1 pt 0 3 8 29 (9 Details Find the derivative of: (4 2.7:)2. [Hint: expand first.] :] Now, find the equation of the tangent line to the curve at (1, 4). Write your answer in ma: + b format 2F: 0 Question 8 E1 0/1 pt '0 3 Z 29 6) Details 28 . Let f(:13) = 4m + 2. Then the equation of the :1: tangent line to the graph of x) at the point (2, 15) is given by y 2 ma: + b for Submit Question 0 Question 9 B 0/1 pt '0 3 8 29 G) Details Find an equation of the normal line to the curve y = Z that is parallel to the line 3:1: + y = 5. Bug Bounty Question Help: El Written Example Submit Question 0 Question 10 B 0/1 pt '0 3 (C1) 29 (D Details Find the equation of the normal line to the curve at the given point. Do not forget to add y= to the result and show the answer of slope in decimal with at least four decimal places. f(:c) = 33: -| 9 58$ (0, 4) Bug Bounty