CONSIDER A MODIFIED FORM OF MATCHING BAISED COINS GAME PROBLEM.THE MATCHING PLAYER IS PAID 8 RS.IF TWO COIN TURNS HEAD AND Re.1.00 IF THE COINS TURN TAIL.THE NON MATCHING PLAYER IS PAID RE.3.00 WHEN THE COIN DO NOT MATCH. GIVEN THE CHOICE OF BEING THE MATCHING OR NON MATCHING PLAYER,WHICH ONE WOULD YOU CHOOSE AND EHAT WOULD BE YOUR STRATERGY.
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Answer:
The non-matching player is benefited the most.
Step-by-step explanation:
This is because they gain rs, 3 on every non matches which has the higher probability and chances compared to the matching. As many times as the non-matching player comes in, each time rs 3 is gained which can count up, to be become more overall considering an n set of playing numbers and thus will gain a higher total.
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