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Limit 0/0lim(x->4) { sin 2(2 - √x)} / (2+√x)(2 -√x)
lim(x->4) { sin 2(2-√x)/ (2-√x) . lim (x ->4) 1/(2 +√x)
= 2 .(2-√x)/(2-√x) . 1/(2 + √4)
= 2 / (2 + 2)
= 2/4
= 1/2