The number 243 has been divided into three parts in such a way that one third of the first part, fourth of the second part and half of the third part are equal. Determine the largest part.	Choose the most appropriate option:
A) 108
B) 86
C) 74
D) 92
E) 96
Explanation:   It is given that 243 has been divided into 3 numbers x y and z for instance.   Second condition mentioned in the question is:   =&gt; x/3 = y/4 =z/2   Clearly the biggest number is y. So let us solve w.r.t. y.   =&gt; x = 3y/4   =&gt; x =3z/2   =&gt; z = y/2   =&gt; x+y+z = 243   =&gt; y/2 + 3y/4 + y = 243   9y/4 = 243   =&gt; 243*4/9= 
<gadget id="calculator">243*4/9</gadget>
<output>108</output>
&gt; 108   108NSWER 108
<result>A</result>
The number 243 has been divided into three parts in such a way that one third of the first part, fourth of the second part and half of the third part are equal. Determine the largest part.