A `to` B+ C is a first order reaction

Reagent reacts with all A, B and C and have 'n' factors in the ratio of 1 : 2 : 3 with the reagent. Find k.

A(aq)rarrB(aq)+C(aq) is first order reaction. "Time"" "t" "oo "moles of reagent " " "n_(1)" "n_(2) Reaction prgress is measured with the help of titration of reagent 'R'. If all A, B and C react with reagent and have 'n' factors [n factor,eq. weight= ("mol.wt.")/(n) in the ratio of 1:2:3 with the reagent, the k in terms of t, n_(1) and n_(2) is :

The reagents (A), (B) , and (C ) are:

If a= 2b/3, b= 2c/3, and c=2d/3, then find the ratio of b and d:

If the first three terms of an A.P are b,c and 2b ,then find the ratio of b and c

If the first three terms of an A.P are b, c and 2b, then find the ratio of b and c

When Grignard reagent reacts with (B) product (D) will obtained. Reactant (A) of the above reaction is :