derive relation between displacement and time
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Answer:
The basis for the derivation of the displacement-time gravity equations starts with the equation v = gt + vi. Since velocity is the change in displacement over an increment in time, you integrate that change and get the displacement for a given elapsed time.
The displacement (English: displacement) is a vector sum. When an object moves from one point p to another point q along any path, the magnitude of this displacement will be the shortest distance between those two points and the direction of the shift, the direction of the line from p to q (p to q). represents the displacement from s. The magnitude of the displacement is the length of the imaginary straight path, so it can be separated by the total distance fixed by the particle. When an object moves from p point to q point and back to the point q, then the shift will be zero, while the distance gone will not be zero.
