Question

write the equations of uniform accelerated motion and explain the terms.​

Answer 1

Answer:

A mathematical function that represent uniformly accelerating motion in physics is x=(1/2)(a t2 ) +vt+c, where , x is the position (in terms of some measure like say meters from an origin point) of the body accelerating on the axis (line) line it is accelerating in, a is the constant amount by which the body is accelerating (in units such as meters per second per second), t is the amount of time since some time zero, v is the initial velocity of the body at time zero and c is the position in terms of x at time zero.

One can in principle write any number of functions in any number of ways to represent uniformly accelerating motion, for example the differential equation,

the second deriviative of x with respect to time = a constant “a”, or d2x/dt2 =a

is also a mathematical function that represents a body in uniformly accelerating motion in physics. It requires more mathematical skill to understand and use then the first equation I gave.