Physics, asked by muzahid17, 1 year ago

A pilot of mass m can bear a maximum apparent weight 7 times of mg. The aeroplane is moving in a vertical of aeroplane is 210 m/s while diving up from the lowest point of vertical circle the minimum radius of vertical circle should be

Answers

Answered by alinakincsem
27

Please find the answer below:


A pilot of mass m can bear a maximum apparent weight 7 times of mg. The aeroplane is moving in a vertical of aeroplane is 210 m/s while diving up from the lowest point of vertical circle the minimum radius of vertical circle should be 749 meters.


m v^2/r + m g = 7 m g

(Given)v^2/r = 6 g r

(210)^2/(6×9.81)

r = 749 m


Answered by vasanthia77
4

Answer:

a pilot of mass m can withstand a maximum apparent weight 6vtimes of mg. The minimum radius of curvature of vertical circle in which the aeroplane dives up from lowest point with a speed 504 kmph is _400 m_.

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