Column 1 contains the equation for 4 different functions
Column 2 contains information about increasing/decreasing nature of f(x)
Column 3 contains information about the limiting behaviour of f(x) near 0 and at infinity
Column I Column 2 Column 3(I)f(x)=x2logx(i)f(x) has one point of minima(P)limx→O+f(x)=0(II)f(x)=xlogx(ii)f(x) has one point of maxima(Q)limx→∞f(x)=0(III)f(x)=logxx(iii)f(x) increases in(0,e)(R)limx→∞f(x)=∞(IV)f(x)=x−x(iv)f(x) decreases in(0,1e)(S)limx→O+f(x)=1
Which of the following options is the only INCORRECT combination?