lim(sin√(x+1)-sin√x) x→+∞
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lim(sin√(x+1)-sin√x)x→+∞lim(sin√(x+1)-sin√x)x→+∞lim(sin√(x+1)-sin√x)x→+∞lim(sin√(x+1)-sin√x)x→+∞=lim
lim(sin√(x+1)-sin√x) x→+∞
lim(sin√(x+1)-sin√x) x→+∞
lim(sin√(x+1)-sin√x) x→+∞
lim(sin√(x+1)-sin√x) x→+∞=lim(sin√(x+1))-lim(sin√x) x→+∞=
lim(sin√x)-lim(sin√x) x→+∞=0
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