Passage VI Two particles collide when they are at same position at same time.
The two particles are at minimum distance after time t=…………..s.

Passage VI Two particles collide when they are at same position at same time. Displacement time equation of two particles moving along x-axis are x_(1)=(8+3sinomegat)m and x_(2)=(4cosomegat)m Here, omega=pirad/s The two particles will collide after time t=...................s.

Passage VI Two particles collide when they are at same position at same time. Displacement time equation of two particles moving along x-axis are x_(1)=(8+3sinomegat)m and x_(2)=(4cosomegat)m Here, omega=pirad/s The two particles will collide after time t=...................s.

A particle starts from rest and has velocity kt after time t. The distance travelled in time t is-

Two particles P_(1) and P_(2) are performing SHM along the same line about the same mean position , initial they are at their extreme position. If the time period of each particle is 12 sec and the difference of their amplitude is 12 cm then find the minimum time after which the separation between the particle becomes 6 cm .

Two particles are in SHM in a straight line about same equilibrium position. Amplitude A and time period T of both the particles are equal. At time t=0 , one particle is at displacement y_(1)=+A and the other at y_(2)=-A//2 , and they are approaching towards each other. after what time they cross each other?

Two particles are in SHM in a straight line about same equilibrium position. Amplitude A and time period T of both the particles are equal. At time t=0 , one particle is at displacement y_(1)=+A and the other at y_(2)=-A//2 , and they are approaching towards each other. after what time they cross each other?

Two particles A and B are moving uniformly in a plane in two concentric circles. The time period of rotation is T_(A) = 8 minute and T_(B) = 11 minute respectively for the two particles. At time t = 0 , the two particles are on a straight line passing through the centre of the circles. The particles are rotating in same sense. Find the minimum time when the two particles will again fall on a straight line passing through the centre.