A) \[a:c\]
B) \[a:2c\]
C) \[2a:c\]
D) \[3a:c\]
Correct Answer: B
Solution :
\[1\,gm\]equivalent of B reacts with \[1\,gm\] equivalent (i.e., ?a? gm ) of A \[1\,gm\] equivalent of B will also react with \[1\,gm\]equivalent (i.e. \[2c\,gm\]) of C. Therefore, ratio of gm equivalents of A and C is a : 2cYou need to login to perform this action.
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