1.

If f and g are defined on [0, oo) by f(x) = underset(n rarr oo)(lim) (x^(n)-1)/(x^(n)+1) and g(x) = int_(0)^(x) f(t) dt. Then

Answer»

G has local MAXIMUM at x=1
g has local minimum at x=1
g is an INCREASING function on `(0, oo)`
g is a DECREASING function on `(0,oo)`

Answer :B


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