Lt x→0 (1 1/ sin 2 x +2 1/ sin 2 x +........n 1/ sin 2 x ) sin²x =

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Lt x&rarr;0 (1 1/ sin 2 x +2 1/ sin 2 x +........n 1/ sin 2 x ) sin&sup2;x =

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Lt x→0 (1 1/ sin 2 x +2 1/ sin 2 x +........n 1/ sin 2 x ) sin²x =

Lt_x→0(1^1/_sin²x+2^1/_sin²x+........n^1/_sin²x)^sin²x=

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Lt x→0 (1 1/ sin 2 x +2 1/ sin 2 x +........n 1/ sin 2 x ) sin²x =

Ltx→0(11/sin2x+21/sin2x+........n1/sin2x)sin²x=

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Lt_x→0(1^1/_sin²x+2^1/_sin²x+........n^1/_sin²x)^sin²x=