The least value of $n$ for which the number of integral terms in the Binomial expansion of $(\sqrt[3]{7} + \sqrt[12]{11})^n$ is 183, is: (1) 2184 (2) 2196 (3) 2148 (4) 2172
The least value of $n$ for which the number of integral terms in the Binomial expansion of $(\sqrt[3]{7} + \sqrt[12]{11})^n$ is 183, is:\\
(1) 2184\\
(2) 2196\\
(3) 2148\\
(4) 2172