Simplify the following expression: (12+5−4816+71)+(7236+6×711)×[(51+4−13)+(13−12×7)]232\frac{\left ( 12+5-\frac{48}{16}+71 \right )+\left ( \frac{\frac{72}{36}+6\times 7 }{11}\right )\times \left [ (51+4 - 13)+(13-12\times7) \right]}{232}232(12+5−1648+71)+(113672+6×7)×[(51+4−13)+(13−12×7)] A−31233\frac{-31}{233}233−31 B31232\frac{31}{232}23231 C41232\frac{41}{232}23241 D−31232\frac{-31}{232}232−31 Show answer & explanationCorrect answer: DExplanationThe correct answer is Option 4 i.e. −31232\frac{-31}{232}232−31. ⇒ (12+5−4816+71)+(7236+6×711)×[(51+4−13)+(13−12×7)]232\frac{\left ( 12+5-\frac{48}{16}+71 \right )+\left ( \frac{\frac{72}{36}+6\times 7 }{11}\right )\times \left [ (51+4 - 13)+(13-12\times7) \right]}{232}232(12+5−1648+71)+(113672+6×7)×[(51+4−13)+(13−12×7)] ⇒ (17−3+71)+(2+4211)×[(55−13)+(13−84)]232\frac{\left ( 17-3+71 \right )+\left ( \frac{2+42}{11}\right )\times \left [ (55 - 13)+(13-84) \right]}{232}232(17−3+71)+(112+42)×[(55−13)+(13−84)] ⇒ (17−3+71)+(4411)×[(42)+(−71)]232\frac{\left ( 17-3+71 \right )+\left ( \frac{44}{11}\right )\times \left [ (42)+(-71) \right]}{232}232(17−3+71)+(1144)×[(42)+(−71)] ⇒ 85+4×(−29)232\frac{85 + 4\times(-29)}{232}23285+4×(−29) ⇒ 85−116232\frac{85 -116}{232}23285−116 = −31232\frac{-31}{232}232−31