There is a total of 6x6 = 36 chances when two dices are rolled.
The probability of each roll of dice coming is 1/36 and mathematicians call these "equiprobable events."
What needs to be calculated here is to make a probability estimation by looking at the situations who will win according to their dices. Person A rolls dice 1, 2, 3, 4, and person B rolls 5and 6. If the biggest of the numbers rolled belongs to whichever one, that person will win the banana.
For example, if the dices come up (3,4) by taking 3 belongs to person B and 4 belongs to person A; person A wins. On the other hand, if the dice come (4,5) by taking 4 belongs to person A and 5 belong to the on B; person B wins.
From the chart, we can see that person A has a chance to win as 16/36 = 44% and person B has a chance to win as 20/36 = 56%.
As can be understood from here, sometimes having a small number of things does not mean that they will have less power, and the balances can always change.
Reference:
https://www.youtube.com/watch?v=Kgudt4PXs28&feature=youtu.be
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