Refer `Q.141` find the displacement of the particle after `3 s`.

The periodic time of a linear harmonic oscillator is 2pi second, with maximum displacement of 1cm . If the particle starts from extreme position, find the displacement of the particle after (pi)/(3) seconds.

If a=(3t^2+2t+1) m/s^2 is the expression according to which the acceleration of a particle varies. Then- Q. Find displacement of the particle after 2 seconds of start.

A particle is moving in a straight line and its velocity varies with its displacement as v=sqrt(4+4s) m/s. Assume s=0 at t=0. find the displacement of the particle in metres at t=1s.

A charged particle of charge 2 muC and mass 10 milligram, moving with a velocity of 1000 m//s enters a uniform electric field of strength 10^(3) N//C directed perpendicular to its direction of motion. Find the velocity and displacement of the particle after 10s .

If a=(3t^2+2t+1) m/s^2 is the expression according to which the acceleration of a particle varies. Then- a=(3t^2+2t+1) (m)/(s^2) Q. Find displacement of the particle after 2 seconds of start.

Referrring to the v^(2)-s diagram of a particle, find the displacement of the particle durticle during the last two seconds. .

Referrring to the v^(2)-s diagram of a particle, find the displacement of the particle durticle during the last two seconds. .

A particle moves in a straight line and its speed depends on time as v=|2t-3| int vdt representsthe distance travelled of the particle then find the displacement of the particle in 5 s

A particle moves in a straight line and its speed depends on time as v=|2t-3|int vdt representsthe distance travelled of the particle then find the displacement of the particle in 5 s

A particle is projected from ground with velocity 40(sqrt2) m//s at 45^@ . Find (a) velocity and (b) displacement of the particle after 2 s. (g = 10 m//s^2)