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থিম নির্বাচন

আপনার পছন্দের থিম বেছে নিন।

If \(2^{n}=n^{2}\), then which of the following cannot be true?

A. \(n>1\)
B. \(n=2\)
C. \(n\) can be any even number
D. \(n\) should be a multiple of 2
E. none of these
Explanation: (A/D) The value of n can be 2 or 4. So, it is not necessary that n must be equal to 2. So, n > 1. Option (B) only has 1 possible value of n. Again, 2 and 4 are both multiples of 2. So, option (D)is true as well. Option (C) is incorrect because n cannot take the value of any even number, it can be either 2 or 4 only.