Two particle are projected from an incliend plane as shown. A is projected up the incline and `B` down the incline. If `R_(A)` and `R_(B)` are range of `A` and `B` respectively then `(R_(B))/(R_(A))` will be equal to :

A particle is projected on an inclined plane with a speed u as shown in (Fig. 5.61). Find the range of the particle on the inclined plane. .

A particle is projected on an inclined plane with a speed u as shown in (Fig. 5.61). Find the range of the particle on the inclined plane. .

Two stones A and B are projected from an inclined plane such that A has range up the incline and B has range down the incline. For range of both stones on the incline to be equal in magnitude, pick up the correct condition. ( Neglect air friction 0

Two particle A and B are projectied from the same point at angles 37^(@) and 45^(@) respectile. If R_(A) and R_(B) are the range of two projectile ,then

Two balls are thrown from an inclined plane at angle of projection alpha with the plane, one up the incline and other down the incline as shown in figure ( T stands for total time of flight):

Two balls are thrown from an inclined plane at angle of projection alpha with the plane one up the incline plane and other down the incline as shown in the figure. If R_1 & R_2 be their respective ranges, then:

Two balls are thrown from an inclined plane at angle of projection alpha with the plane one up the incline plane and other down the incline as shown in the figure. If R_1 & R_2 be their respective ranges, then:

Two projectiles A and B are projected with angle of projecton 15^(@) for the projectile A and 45^(@) for the projectile B. If R_(A) and R_(B) be the horizontal range for the two projectiles then :

Two projectiles A and B are projected with angle of projection 15^0 for the projectile A and 45^0 for the projectile B. If R_A and R_B be the horizontal range for the two projectile then.