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Match order of the reaction (in List-I) with the corresponding rate constant (in List II). `{:("List I (order)","List II (rate constant)"),((A)"Zero",(p)K=1/(2t)[1/((a-x)^2)-1/a^2]),((B)"First",(q)K=1/(t)[1/((a-x))-1/a]),((C )"Second",(r)k=x/t),((D)"Third",(s)k=1/t"log"_e(1/(a-x))):}` |
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Answer» Correct Answer - A-r; B-s ; C-q; D-p Zero order x=kt First order `K=1/t"In"a/(a-x)` Second order `K=1/t[1/(a-x)-1/a]` Third order `K=1/(2t)[1/(a-x)^2-1/a^2]` |
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