Correct option is CGiven: (20+(22+(2+(40+(81)))))\sqrt{\left(20 + \sqrt{\left(22 + \sqrt{\left( 2 + \sqrt{\left(40 + \sqrt{(81)}\right)} \right)} \right)}\right)}20+22+(2+(40+(81))) Solution: (20+(22+(2+(40+(81))))) =(20+(22+(2+(40+9)))) =(20+(22+(2+7))) =(20+(22+3)) =(20+5) =5\sqrt{\left(20 + \sqrt{\left(22 + \sqrt{\left( 2 + \sqrt{\left(40 + \sqrt{(81)}\right)} \right)} \right)}\right)} \\ \ \\ = \sqrt{\left(20 + \sqrt{\left(22 + \sqrt{\left( 2 + \sqrt{\left(40 + 9\right)} \right)} \right)}\right)} \\ \ \\ = \sqrt{\left(20 + \sqrt{\left(22 + \sqrt{\left( 2 + 7 \right)} \right)}\right)} \\ \ \\ = \sqrt{\left(20 + \sqrt{\left(22 +3 \right)}\right)} \\ \ \\ = \sqrt{\left(20 + 5\right)} \\ \ \\ = 520+22+(2+(40+(81))) =20+(22+(2+(40+9))) =(20+(22+(2+7))) =(20+(22+3)) =(20+5) =5