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Q.

Suppose two particles 1 and 2 are projected in vertical plane simultaneously.Their angles of projection are 30o and θ, respectively, with the horizontal. Let they collide after a time t in air. Then

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a

θ=sin−1⁡(4/5) and they will have same speed just before tire collision.

b

θ=sin−1⁡(4/5) and they will have different speed just before the collision.

c

x<12803−960m

d

It is possible that the particles collide when both of them are at their highest point.

answer is B.

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Detailed Solution

If they collide, their vertical component of velocities should be same, i.e., 100sin⁡θ=160sin⁡30∘⇒sin⁡θ=4/5Their vertical components will always be same. Horizontal components:        160cos⁡30=803ms−1and  100cos⁡θ=100×3/5=60ms−1They are not same, hence their velocities will not be same at any time. So (b) is correct.         x=x1−x2=160cos⁡30∘t−100cos⁡θt⇒ x=(803−60)t Time of flight: T=2×160×sin⁡30g=16s (same for both) Now t
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