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Pendulum in Non Inertial Frame

the length of...

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the length of a ballistic pendulum is 1 m and mass of its block is 0.98kg. a bullet of mass 20 gram strikes the block along horizontal direction and gets embedded in the block. if block + bullet complete vertical circle of radius 1 m, then the striking velocity of bullet is

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Q. The length of a ballistic pendulum is

1 m

and mass of its block is

0.98 k g

. A bullet of mass

20 g

strikes the block along horizontal direction and gets embedded in the block. If block + bullet completes vertical circle of radius

1 m

, the striking velocity of bullet is:

Q. The length of a ballistic pendulum is

1 m

and mass of its block is

1.9 k g

. A bullet of mass

0.1 k g

strikes the block of ballistic pendulum in horizontal direction with a velocity

100 m s^{- 1}

and got embedded in the block. After collision the combined mass (block & bullet) swings away from lowest point. The tension in the string when it makes an angle

60 °

with vertical is

(g = 10 m s^{- 2})

:

Q. A block of mass

19 M

is suspended by a string of length

1 m

. A bullet of mass

M

hits it and gets embedded in it. The block just complete the circle in the vertical plane. Find the velocity of the bullet.

Q. A bullet of mass m is fired into a block of wood of mass M which hangs on the end of a pendulum and gets embedded into it. When the bullet strikes the wooden block, the pendulum starts swinging with maximum rise R. Then, the velocity of the bullet is given by.

Q. A bullet of mass

m

moving with a horizontal velocity

v

strikes a stationary block of mass

M

suspended by a string of length

L

. The bullet gets embedded in the block. What is the maximum angle made by the string after impact ?

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