Flag Mechanics> An evacuated box is at rest on a friction...
question mark

An evacuated box is at rest on a frictionless table. You punch a small hole in one face so that air can enter. (See Fig.) How will the box move? What argument did you use to arrive at your answer?
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

Hrishant Goswami , 10 Years ago
Grade 10
anser 3 Answers
Jitender Pal
As the air molecules get into the box, they collide against its box and impart momentum to it. The upward momentum imparted by the air molecules get balanced by the downward momentum of the box, however due to the presence of hole, the same cannot take place for the vertical sides of box.
Therefore the momentum imparted by the air molecules to the left exceeds the momentum imparted towards the right, as a result the object start moving towards left with some speed.
Last Activity: 10 Years ago
Abdul Qadoos
The box will move in the direction of hole. Pressure inside the box will be small while it will be large outside the walls having no hole. Due to this difference in pressure box will move from higher to lower pressure ( in the direction of hole) 
Last Activity: 5 Years ago
asad
by what fraction is the kinetic energy of a neutron of mass m1 decreased in a head-on elastic collision with a atomic nucleus m2 intially at rest
Last Activity: 4 Years ago
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