An aeroplane is flying at 1960 m with velocity of 600 km/hr. A bomb is dropped at some point a while it reaches at b. The distance between a and b is.?
Explain in detail plz
patilp:
hi minal
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hey buddy here is your answer by UDIT
distance between A and B is same as the RANGE of a projecticle launched horizontally from some HEIGHT
so RANGE = Ux × time
here time =
![\sqrt{2h \div g} \sqrt{2h \div g}](https://tex.z-dn.net/?f=+%5Csqrt%7B2h+%5Cdiv+g%7D+)
HEIGHT =1960 m
so time =
![\sqrt{2 \times 1960 \div 9.8} \sqrt{2 \times 1960 \div 9.8}](https://tex.z-dn.net/?f=+%5Csqrt%7B2+%5Ctimes+1960+%5Cdiv+9.8%7D+)
=20 second
and Ux= 600km/hr (since initial velocity of bomb = velocity of plane )
and 600km/hr= 166.66 m/s
so
range = 166.66×20 = 3333.33 m
thanks
distance between A and B is same as the RANGE of a projecticle launched horizontally from some HEIGHT
so RANGE = Ux × time
here time =
HEIGHT =1960 m
so time =
=20 second
and Ux= 600km/hr (since initial velocity of bomb = velocity of plane )
and 600km/hr= 166.66 m/s
so
range = 166.66×20 = 3333.33 m
thanks
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