Question

EXPLAIN THE RELATION BETWEEN POSITION AND VELOCITY .

Answer 1

Answer:

If position is given by a function p(x), then the velocity is the first derivative of that function, and the acceleration is the second derivative. By using differential equations with either velocity or acceleration, it is possible to find position and velocity functions from a known acceleration.

Answer 2

Answer:

Again by definition, velocity is the first derivative of position with respect to time. Reverse this operation. Instead of differentiating position to find velocity, integrate velocity to find position. This gives us the position-time equation for constant acceleration, also known as the second equation of motion [2].

$\huge \sf {\orange {\underline {\pink{\underline {❥Disha࿐ }}}}}$