A constant power is supplied to a rotating disc. Angular velocity $\left( \omega \right)$ of disc varies with number of rotations $(n)$ made by the disc as
A constant power is supplied to a rotating disc. Angular velocity $\left( \omega \right)$ of disc varies with number of rotations $(n)$ made by the disc as
- A
$\omega \propto {\left( n \right)^{1/3}}$
- B
$\omega \propto {\left( n \right)^{3/2}}$
- C
$\omega \propto {\left( n \right)^{2/3}}$
- D
$\omega \propto {\left( n \right)^2}$
Similar Questions
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- [AIPMT 1991]
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- [AIPMT 1992]
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