Two balls A and B are thrown with speed u and respectively. Both the balls cover the sarn
horizontal distance before returning to the plane of projection. If the angle of projection of ball B is 1!
with the honzontal, then the angle of projection of A is
(1)
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Answer:
89°
Explanation:
Two balls A and B are thrown with speed u and respectively. Both the balls cover the sarn
horizontal distance before returning to the plane of projection. If the angle of projection of ball B is 1!
with the honzontal, then the angle of projection of A is
To have Equal Horizontal Projection for Same Velocity
Sin2α = Sin2β
Where α & β are angle of Projections with Horiozntal
α = 1°
=> Sin2° = Sin2β
=> either 2β = 2° => β = 1° ( but it is same as other angle)
or 2β = 180 - 2° ( as Sinα = Sin(180 -α) )
=> β = 89°
then the angle of projection of A is 89°
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