A) 186
B) 246
C) 252
D) 244
Correct Answer: B
Solution :
The number of ways can be deduce as follows: 1 woman and 4 men\[{{=}^{4}}{{C}_{1}}{{\times }^{6}}{{C}_{4}}=60\] 2 woman and 3 men\[{{=}^{4}}{{C}_{2}}{{\times }^{6}}{{C}_{3}}=120\] 3 woman and 2 men\[{{=}^{4}}{{C}_{3}}{{\times }^{6}}{{C}_{2}}=60\] 4 woman and 1 men\[{{=}^{4}}{{C}_{4}}\times 6{{C}_{1}}=6\] \[\therefore \]Required number of ways \[=60+120+60+6=246\]
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