A rod PQ of length is pivoted tan end P and freely rotated in a horizontal plane at an angular speed $$\omega $$ about a vertical axis passing through P. If coefficient of line are x pansion of material of rod is $$\alpha $$, find the percentage change in it sangular velocity if temperature of system is increased by $$\Delta \,T$$ is

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TuteeHUB · Accepted Answer

$$(3\alpha \,\Delta T\times 100)\times 100%$$%

TuteeHUB · Answer

$$(\alpha \,\Delta T\times 100)%$$%

TuteeHUB · Answer

$$(2\alpha \,\Delta T\times 100)%$$%

TuteeHUB · Answer

$$(4\alpha \,\Delta T\times 100)%$$%

1.	A rod PQ of length is pivoted tan end P and freely rotated in a horizontal plane at an angular speed \[\omega \] about a vertical axis passing through P. If coefficient of line are x pansion of material of rod is \[\alpha \], find the percentage change in it sangular velocity if temperature of system is increased by \[\Delta \,T\] is
A.	\[(\alpha \,\Delta T\times 100)%\]%
B.	\[(2\alpha \,\Delta T\times 100)%\]%
C.	\[(3\alpha \,\Delta T\times 100)\times 100%\]%
D.	\[(4\alpha \,\Delta T\times 100)%\]%
Answer» C. \[(3\alpha \,\Delta T\times 100)\times 100%\]%

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