A 70 Kg person is parachuting and experiencing a downward acceleration of 3m/s. The mass of the parachute is 5kg. The upward force on the open parachute by the air is take g=10m/sec^2. a) 525N b)650 c)760 d)143
F = ma here you need F= net force; and m = 70+5 and they are both accelerating.....
Could you elaborate the given clue to solution that would be helpful
on the system: person + parachute, are acting two forces: the total weight force whose magnitude is \(F=(70+5) \cdot 10=...\) and the resistance force \(R\) Now, using the second law of Newton, we can write this: \[\huge F - R = \left( {M + m} \right)a\] where \(a=3\), and \(M+m=70+5\), namely it is the mass of the system: person + parachute Please, solve such equation for \(R\)
Brilliant, @Michele_Laino! Thoroughly explained.
thanks! :) @Brrandyn
Awesome explanation! @Michele_Laino
thanks! :) @Robert136
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