Question
A small block of mass m1 is released from rest at the top of a curve-shaped, frictionless
wedge which sits on a frictionless horizontal surface as shown. The height of the wedge
is h = 5 m. When the block leaves the wedge its velocity relative to the ground is
measured to be 4.00 m/s to the right as shown in the figure. If the mass of the block is
doubled to become 2m1, what will be its speed when it leaves the wedge?

A small block of mass mi is released from rest at the top of a curve-shaped, frictionless wedge which sits on a frictionless
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Answer #1

By energy conservation:

(Potential energy at top )=(kinetic energy. while leaving the wedge)

Mgh=Mv2/2

v=√(2gh)

Fron the derived formula,we came to know that the speed while leavibg the wedge does not depend on tha mass of block.

So the spees of block of mass 2m1

v=4.00m/s

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