1.

If f(x) = {sinxx≠nπ,n=0,±1,±2...2,otherwise and g(x) = ⎧⎪⎨⎪⎩x2+1,x≠0,24,x=05,x=2, then limx→0g{f(x)} is

Answer»

If f(x) = {sinxxnπ,n=0,±1,±2...2,otherwise and g(x) = x2+1,x0,24,x=05,x=2, then limx0g{f(x)} is



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