If f'(x)=mxmx−pmx+pnn+pn−pmx+2nmx+2n+pmx+2n−p, then y = f(x) represents
a straight line parallel to x-axis
a straight line parallel to y-axis
parabola
a straight line with negative slope
R3→R3−2R2, hence two identical rows ⇒f(x) = constant.