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= lim x->0 2x/(2sin(x) + 2sin(x)cos(x))
= lim x->0 2x/[2sin(x)(1+cos(x))]
= lim x->0 x/sin(x) * 1/(1+cos(x))
= lim x->0 x/sin(x) * lim x->0 1/(1+cos(x))
= 1 * 1/(1+cos(0))
= 1 * 1/(1+1)
= 1/2