A helicopter on a flood relief mission flying horizontally with the speed u at an altitude h has to drop a food packet for a victim standing on the ground at what distance from the victim Shooter food packet be dropped
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Velocity of the food packet = u
vertical distance = h = 1/2 gt²
time taken = t= √2H/g
Horizontal distance= d= ut
time taken = t= √2H/g
so, d= u x √2H/g
the total distance between the survior and packet
√d² + h² = √2u²H/g + H²
vertical distance = h = 1/2 gt²
time taken = t= √2H/g
Horizontal distance= d= ut
time taken = t= √2H/g
so, d= u x √2H/g
the total distance between the survior and packet
√d² + h² = √2u²H/g + H²
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