[" particle is projected from a horizontal plane (x-z plane) such that its velocity vector at time to "],[=ahat i+(b-c)bar(j)" .Its range on the horizontal plane is given by "]

A particle is projected form a horizontal plane (x-z plane) such that its velocity vector at time t is gives by vecV = ahati +(b - ct)hatj . Its range on the horizontal plane is given by

A particle is projected form a horizontal plane (x-z plane) such that its velocity vector at time t is gives by vecV = ahati +(b - ct)hatj . Its range on the horizontal plane is given by

A particle is projected form a horizontal plane (x-z plane) such that its velocity vector at time t is gives by vecV = ahati +(b - ct)hatj . Its range on the horizontal plane is given by

The velocity at the maximum height of a projectile is half of its velocity of projection u . Its range on the horizontal plane is

The velocity at the maximum height of a projectile is half of its velocity of projection u . Its range on the horizontal plane is

The velocity at the maximum height of a projectile is half of its velocity of projection u . Its range on the horizontal plane is

A particles is projected from the foot of an inclined plane having inclination 45^(@) , with the velocity u at angle theta( gt 45^(@)) with the horizontal in a vertical plane containing the line of greatest slope through the point of projection. Find the value of tantheta if the particle stikes the plane. (i) Horizontally (ii) Normally

A particle is projected from a horizontal plane with a velocity of 8sqrt2 ms ^(-1) ms at an angle theta . At highest point its velocity is found to be 8 ms^(-1) Its range will be (g=10 ms^(-2))