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यदि $(x + 1)^2 = n$ तो $(x^2 + 1) = ?
यदि $(x + 1)^2 = n$ तो $(x^2 + 1) = ?
$x^2 + 1$
यदि $(x + 1)^3 = n$ तो $(x^3 + 1) = ?
यदि $(x + 1)^3 = n$ तो $(x^3 + 1) = ?
$x^3 + 1$
यदि $(x + 1)^4 = n$ तो $(x^4 + 1) = ?
यदि $(x + 1)^4 = n$ तो $(x^4 + 1) = ?
$x^4 + 1$
यदि $(x + 1)^5 = n$ तो $(x^5 + 1) = ?
यदि $(x + 1)^5 = n$ तो $(x^5 + 1) = ?
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यदि $(x + 1)^6 = n$ तो $(x^6 + 1) = ?
यदि $(x + 1)^6 = n$ तो $(x^6 + 1) = ?
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यदि $x - 1 = n$ तो $x^2 + 1 = ?
यदि $x - 1 = n$ तो $x^2 + 1 = ?
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