Recommended Questions
- பின்வருவனவற்றை 2^n வடிவத்தில் எழுதுக: 8
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- 1+2+3+...+n<(((n+2)^(8))/(8)),n in N is true for ,n in N
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- n^(2)-1 is divisible by 8, if n is
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- If (4^(n+1).2^n-8^n)/(2^(3m))=3/8 then prove that n+1=m
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- If .^(n)C(8) = .^(n)C(2), find .^(n)C(2).
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- If C(n,8)=C(n,2) then C(n,2)=
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- संख्या n^(2)-1, 8 से विभाज्य होती है, यदि n है एक :
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- n^2-1 is divisible by 8, if n is
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- If ""^(n)C(8)=""^(n)C(2) Find ""^(n)C(2) ?
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