Question

a particle moves in a straight line and its position x at time t is given by x^2=2+t its accelaration is given by​

Answer 1

Answer:

You Simply have to use differentiation here

Explanation:

x2=2+t

First Differentiate w.r.t to x you will get

2x= dt/dx  this will give you velocity of particle

then differentiate second time with respect to x as following

d/dx(2x)  =   d/dx(dx/dt)  this represent acceleration of the particle and solution is

2= d^2x/dt^2

the expression d^2(x)/d(t^2)  is represent acceleration here