Please read the following information carefully answer the question that follows. Richa, Rohini, Roli, Roshen and Rita are five friends. Each one of them has eight balls. Rohini gives three balls to Roshen, who gives five balls to Richa. Richa gives four balls to Roli, who in turn gives three balls to Rita. Rita gives two balls each to Roshen and Rohini. After the final distribution, how many balls are there in total with all five friends?
Initial Ball Count
There are five friends, and each starts with eight balls.
The initial total number of balls is calculated as:
$ \text{Total Balls} = \text{Number of Friends} \times \text{Balls per Friend} $
$ \text{Total Balls} = 5 \times 8 = 40 $
Ball Transfer Principle
The problem describes transfers of balls between the friends.
Since no balls are added or removed from the group of five friends, the total number of balls remains constant throughout the distribution process.
This is an example of the conservation principle applied to the total quantity.
Final Total Calculation
Because the total number of balls is conserved:
$ \text{Final Total Balls} = \text{Initial Total Balls} $
$ \text{Final Total Balls} = 40 $
Therefore, after the final distribution, all five friends collectively have 40 balls.
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