Question
Using the data given below find out in which option the order of reducing power is correct.
$$\eqalign{
& E_{\frac{{C{r_2}O_7^{2 - }}}{{C{r^{3 + }}}}}^ \circ = 1.33\,V;E_{\frac{{C{l_2}}}{{C{l^ - }}}}^ \circ = 1.36\,V \cr
& E_{\frac{{MnO_4^ - }}{{M{n^{2 + }}}}}^ \circ = 1.51\,V;E_{\frac{{C{r^{3 + }}}}{{Cr}}}^ \circ = - 0.74\,V \cr} $$
A.
$$C{r^{3 + }} < C{l^ - } < M{n^{2 + }} < Cr$$
B.
$$M{n^{2 + }} < C{l^ - } < C{r^{3 + }} < Cr$$
C.
$$C{r^{3 + }} < C{l^ - } < C{r_2}O_7^{2 - } < MnO_4^ - $$
D.
$$M{n^{2 + }} < C{r^{3 + }} < C{l^ - } < Cr$$
Answer :
$$M{n^{2 + }} < C{l^ - } < C{r^{3 + }} < Cr$$
Solution :
Lower the reduction potential, higher is the reducing power.
$$M{n^{2 + }} < C{l^ - } < C{r^{3 + }} < Cr$$