Given the kinematics equation for themotion of an object falling from rest, x=.5

Question

Given the kinematics equation for themotion of an object falling from rest, x=.5g*t2), whatkind of relationship is predicted between x and t? (select all thatapply)
A. displacement, x,and time, t, obey a power law. B. diplacement,x, is proportional to the square of the time, t2 C. x=k*t, where k is aconstant D. x=k*t2,where k is a constant. E. displacement, x,has a linear relationship with time, t. F. displacement, x,is proportional to time, t. G. x=k*t+b, where kand b are constants. Given the kinematics equation for themotion of an object falling from rest, x=.5g*t2), whatkind of relationship is predicted between x and t? (select all thatapply) A. displacement, x,and time, t, obey a power law. A. displacement, x,and time, t, obey a power law. B. diplacement,x, is proportional to the square of the time, t2 C. x=k*t, where k is aconstant D. x=k*t2,where k is a constant. E. displacement, x,has a linear relationship with time, t. F. displacement, x,is proportional to time, t. G. x=k*t+b, where kand b are constants. C. x=k*t, where k is aconstant C. x=k*t, where k is aconstant D. x=k*t2,where k is a constant. D. x=k*t2,where k is a constant. E. displacement, x,has a linear relationship with time, t. F. displacement, x,is proportional to time, t. G. x=k*t+b, where kand b are constants. F. displacement, x,is proportional to time, t. G. x=k*t+b, where kand b are constants. G. x=k*t+b, where kand b are constants. G. x=k*t+b, where kand b are constants.

Explanation / Answer

the correct are. ABD

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