Given a=5t4-3t2+2t use your graphing calculate to find the change of velocity from 2 to 6 seconds. An object moving in a straight line has a velocity v in meters per second that varies with time t in seconds according to the following function. v=4+0.5t2 The instantaneous acceleration of the object at t=2 seconds is 2m/s2 4m/s2 5m/s2 6m/s2 8m/s2 The displacement of the object between t=0 and t=6 seconds is 22m 28m 40m 42m 60m A particle of mass m moves along a straight path with a speed v defined by the function v=bt2+c, where b and c are constants and t is time. What is the magnitude F of the net force on the particle at time t=t1? ( F=ma) bt12+c 3mbt1+2c mbt1 mbt1+c 2mbt1 A particle moves along the x axis with a nonconstant acceleration described by a=12t, where a is in meters per second squared and t is in seconds. If the particle starts from rest so that its speed v and position x are zero when t=0, where is it located when t=2 seconds? x=12m x=16m x=24m x=32m
Given a=5t4-3t2+2t use your graphing calculate to find the change of velocity from 2 to 6 seconds. An object moving in a straight line has a velocity v in meters per second that varies with time t in seconds according to the following function. v=4+0.5t2 The instantaneous acceleration of the object at t=2 seconds is 2m/s2 4m/s2 5m/s2 6m/s2 8m/s2 The displacement of the object between t=0 and t=6 seconds is 22m 28m 40m 42m 60m A particle of mass m moves along a straight path with a speed v defined by the function v=bt2+c, where b and c are constants and t is time. What is the magnitude F of the net force on the particle at time t=t1? ( F=ma) bt12+c 3mbt1+2c mbt1 mbt1+c 2mbt1 A particle moves along the x axis with a nonconstant acceleration described by a=12t, where a is in meters per second squared and t is in seconds. If the particle starts from rest so that its speed v and position x are zero when t=0, where is it located when t=2 seconds? x=12m x=16m x=24m x=32m
2016%20%20Chapter%202%20AP%20Kinematics%20Notes.docx