2. Find the equation of the tangent line to the graph of y = f (x) at x = -2. f( x)=xts x2 + 3 19 59 V = C) 19 17 A) y= 49 49 19 19 B) D) 16 y = - -X+ 7 3. Determine the position function if the velocity function is v(t) =2-t and the initial position is s(0) = -3. A) s (t ) =-1-3 C) s (1 ) = 21--12 - 3 2 B) s (t ) = 2 --t D) s (1) = 2 - - 1 2 2 4. Find the general antiderivative. 1 6x 8 + 75 dox A) 6 -7_2x 6 +c -7x C) -7 _10 6 + C 7 B) 6x 7+ 10x6 /7 + c D) 19-735 -x6/7 + c 3 5. Find the general antiderivative. 1(9x5 - x3) dx A) 3 x 4 + 0 C) 3 5 P + c 2" ONI B) D)