(d) As $E_{K} = \frac{1}{2}mv^{2}$ or $mv = \sqrt{2m\ E_{K}}$
As per question;
or $m_{p}v_{p} = m_{e}v_{e}$
or $\sqrt{2m_{p}\ {E_{K}}_{p}} = \sqrt{2m_{e}\ {E_{K}}_{e}}$
or $\frac{{E_{K}}_{e}}{{E_{K}}_{p}} = \frac{m_{p}}{m_{e}} > 1$
or ${E_{K}}_{e} > {E_{K}}_{p}$