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.rod of length l is pivoted at one of the ends andis made to rotate in a horizontal plane as shown infigure with a constant angular speed. A ball of massm suspended by a string of length from the otherend of the rod. If the angle made by the string withthe vertical is x then angular speed of rotation is:-

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Q. Figure shows a rod of length

L

pivoted near an end and which is made to rotate in a horizontal plane with a constant angular speed. A ball of mass

m

is suspended by a string also of length

L

from the other end of the rod. If

θ

is the angle made by string with the vertical, then which is wrong?

Q. Figure shows a rod of length

20 cm

pivoted near an end and which is made to rotate in a horizontal plane with a constant angular spped. A ball of mass

m

is suspended by a string also of length

20 cm

from the other end of the rod . If the angle

θ

made by the string with the vertical is

30^{\circ}

, find the angular speed of rotation. Take

g = 10 {m/s}^{2}

Q. Figure shows a rod of length 20 cm pivoted near an end and which is made to rotate in a horizontal plane with a constant angular speed. A ball of mass m is suspended by a string also of length 20 cm from the other end of the rod. If the angle

θ

made by the string with the vertical is

30,

find the angular speed of the rotation.
Take

g = 10 m / s^{2} .

Q. Figure shows a rod of length

20 cm

pivoted near an end and which is made to rotate in a horizontal plane with a constant angular spped. A ball of mass

m

is suspended by a string also of length

20 cm

from the other end of the rod . If the angle

θ

made by the string with the vertical is

30^{\circ}

, find the angular speed of rotation. Take

g = 10 {m/s}^{2}

Q. A rod of length

L

is rotated in horizontal plane with constant velocity

ω

m

is suspended by a light string of length

L

from the other end of the rod. If the angle made by vertical with string is

θ

then angular speed,

ω =

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