Determine the maximum number of people who could have name exactly two places as their favourite..
For II to be maximum, III has to minimum i.e. 0. In this case, II = 150. But, II can’t be 150 as the maximum possible value in only 100.
Also,
We have II +2III = 150
Also I + II + III = 100.
So when III=50 and II =50 then all the equations are getting satisfied, hence II=50 is the minimum and maximum value for II
So, maximum value of II = 50