Answers: 1
and 
are 
and 
respectively.
![{\text{Rate of reaction}} = - \dfrac{1}{{\text{a}}}\dfrac{{d\left[ {\text{A}} \right]}}{{dt}} = - \dfrac{1}{{\text{b}}}\dfrac{{d\left[ {\text{B}} \right]}}{{dt}} = \dfrac{1}{{\text{c}}}\dfrac{{d\left[ {\text{C}} \right]}}{{dt}} = \dfrac{1}{{\text{d}}}\dfrac{{d\left[ {\text{D}} \right]}}{{dt}}](/tpl/images/0015/9793/1d76f.png)
![{\text{Rate of reaction}}= - \dfrac{1}{4}\dfrac{{d\left[ {{\text{P}}{{\text{H}}_{\text{3}}}} \right]}}{{dt}} = \dfrac{{d\left[ {{{\text{P}}_{\text{4}}}} \right]}}{{dt}} = \dfrac{1}{6}\dfrac{{d\left[ {{{\text{H}}_2}} \right]}}{{dt}}](/tpl/images/0015/9793/a7105.png)
…… (1)
![\dfrac{{d\left[ {{\text{P}}{{\text{H}}_{\text{3}}}} \right]}}{{dt}}](/tpl/images/0015/9793/9005a.png)
is the rate of consumption of 
.
![\dfrac{{d\left[ {{{\text{P}}_{\text{4}}}} \right]}}{{dt}}](/tpl/images/0015/9793/a3838.png)
is the rate of formation of 
.
![\dfrac{{d\left[ {{{\text{H}}_2}} \right]}}{{dt}}](/tpl/images/0015/9793/f5e79.png)
is the rate of formation of 
.
…… (2)
. Substitute this value in equation (2).
…… (3)
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