If A is the set of months in a year of an English calendar, then set A is

यदि A अंग्रेजी कैलेंडर के एक वर्ष में महिनों का समुच्चय है, तब समुच्चय A है

A singleton set

एकल समुच्चय

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An empty set

एक रिक्त समुच्चय

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A finite set

एक परिमित समुच्चय

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An infinite set

एक अपरिमित समुच्चय

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Solution

The correct option is C A finite set

एक परिमित समुच्चय

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Similar questions

The kinetic energy of an electron in the second Bohr orbit of a hydrogen atom is [ $a_{0}$ is Bohr radius]:

H_{1}, H_{2}

\frac{H_{1} + H_{2}}{H_{1} . H_{2}} =

H_{1}, H_{2}

2 H . M^{'} . s

a

b

\frac{H_{1} + H_{2}}{H_{1}, H_{2}} =

The correct statement with regard to $H_{2}^{+}$ & $H_{2}^{-}$ is

64 m^{2} .

h_{1}

h_{2} .

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