Correct option is ASolution:[(1+4−4214+65)+{(2+7×9)13}×[(65+7−19)]+(19−39×5)369] =[(67)+{5}×[(53)]+(−176)369] =[(67)+{5}×[(53)]+(−176)369] =156369 =52123\left[\frac{(1+4-\frac{42}{14}+65)+\{\frac{(2+7×9)}{13}\}×[(65+7-19)]+(19-39×5)}{369}\right] \\ \ \\ = \left[\frac{(67)+\{5\}×[(53)]+(-176)}{369}\right]\\ \ \\ = \left[\frac{(67)+\{5\}×[(53)]+(-176)}{369}\right] \\ \ \\ = \frac{156}{369} \\ \ \\ = \frac{52}{123}[369(1+4−1442+65)+{13(2+7×9)}×[(65+7−19)]+(19−39×5)] =[369(67)+{5}×[(53)]+(−176)] =[369(67)+{5}×[(53)]+(−176)] =369156 =12352