For part 1 its just multiple choice so just the answer.

Question 1 (1 point) Find /'(1) if A(x) = ax + bx+c. O a ) za + b +c O b) a +b +c O c) atb O d ) 24 + 6 Question 2 (1 point) Find f'(1) if A(x) = x + +2. Oalo O b) 0.5 Oc 1 O d) - 0.5Question 3 (1 point) Find /'(-1) if A(x) = (x3 )? a) 5 O b) - 6 O c) - 5 O d) 6 Question 4 (1 point) Find /'(-1) if A(x) = ax+ Oa) a -b b ) - a + b O c) a+ 2b O d ) atbQuestion 5 (1 point) Find /'(2) if A(x) = (x3 + x ] (x- 2). O a) 1 O b) 6 O c) 5 O d) o Question 6 (5 points) Identify the differentiating rule that would be used with each function. power rule 1. Ax) = 3( 2x2 + 5x + 1 )' chain rule 2. Ax)= N + x- 1 3x - 2 sum, difference, and power rules 3. Ax) = (x + x + 1 )[x +x-2) quotient rule 4. Ax) = 3x* - 2x3 + x2 - 4x+1 product rule 5. Ax) = 37/x5Ii 1. a] Find i if 2175 + I\" + }'5 = 35 h] Find the slope of the tangent to the curve 2x5 + I\" + yE' = 36 at the point {1.2:- 2. The position function of an object, 5 in metres. at a given time. tin seconds. is given her 1 sin=Eo-3}={:a} . a. Determine both the velocity and the acceleration functions h. Determine the timeis} at which the object changes direction a. lfx) = 1J1 +2:3 find f"{2)