suppose a car is modelled as a cylinder moving with speed v if A is the area of cross section of the car and p is the density of air then
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Solution:
cross section area of car =A
cross section area of car =Aand length of car l
cross section area of car =Aand length of car lSo, volume of car = (A xl)
cross section area of car =Aand length of car lSo, volume of car = (A xl)And density p = mass/volume
cross section area of car =Aand length of car lSo, volume of car = (A xl)And density p = mass/volumeTherefore mass =p x volume
cross section area of car =Aand length of car lSo, volume of car = (A xl)And density p = mass/volumeTherefore mass =p x volumem=p x Ax|
cross section area of car =Aand length of car lSo, volume of car = (A xl)And density p = mass/volumeTherefore mass =p x volumem=p x Ax|m= pAI.
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