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The value of limx→0(nsin5xsin3x)\lim_{x \to 0} \left( \frac{n \sin 5x}{\sin 3x} \right)limx→0(sin3xnsin5x) is
2n2n2n
3n5\frac{3n}{5}53n
6n5\frac{6n}{5}56n
5n3\frac{5n}{3}35n
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