MCQOPTIONS
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				| 1. | 
                                    Amit Saha, Virat Kohli and Chetan Bhagat start playing a game of chance. The initial amounts with them are in the ratio 4 : 3 : 2. If Amit Saha wins he would get from Virat Kohli and Chetan Bhagat, 1/6th of their amounts before that round. If Virat Kohli wins he would get from Amit Saha and Chetan Bhagat, 1/3rd of their amounts before that round. If Chetan Bhagat wins he would get from Amit Saha and Virat Kohli, 1/2 of their amounts before that round. They play 3 rounds and the 1st, 2ndand 3rd rounds are won by Amit Saha, Virat Kohli and Chetan Bhagat respectively. At the end, Chetan Bhagat gains Rs.110 overall. What is the ratio of the total sum with Amit Saha and Virat Kohli to that with Chetan Bhagat, at the end of the 3rd round? | 
                            
| A. | 71 : 91 | 
| B. | 42 : 91 | 
| C. | 39 : 31 | 
| D. | 85 : 91 | 
| E. | None of these | 
| Answer» B. 42 : 91 | |