3. The position of a particle in rectilinear motion is given by s() - rIn( 7 ) for : > 0, where , is in seconds. Find the time (> 0) at which the velocity of the particle is 0, and find the particle's acceleration at that time as well. You must find exact values-don't approximate with a calculator. 4. Given In (# ) + 13 - 2x - -1. A. Find the equation of the normal line to the curve In ( $ ) + y - 2x - - I at the point (1, 1). 2 Copyright @ 2021 Apex Learning. See Terms of Use for further information. Images of the TI-84 calculator are used with the permission of Texas Instruments Incorporated. Copyright @ 2011 Texas Instruments Incorporated. Calculus AB Assignment Analysis of Curves B. Find the equation of a tangent line to the curve y = (") that also passes through the point (1,0). You can approximate your final answer with your calculator after you've shown your work