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limx→0(11sin2x+21sin2x+31sin2x+…+n1sin2x)sin2x= ? \large \lim_{x \to 0} \left (1^{\frac 1 {\sin^2 x}} + 2^{\frac 1 {\sin^2 x}} + 3^{\frac 1 {\sin^2 x}} + \ldots + n^{\frac 1 {\sin^2 x}} \right )^{\sin^2 x } = \ ? x→0lim(1sin2x1+2sin2x1+3sin2x1+…+nsin2x1)sin2x= ?
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