For example, if A divides flowers, if B has 6 flowers, then A divides 6 flowers to B, and B has 65,438+02 flowers, which means there is a double relationship.
After figuring out this relationship, this question uses the backward deduction method:
The total number of flowers is very clear.
After the flowers are divided by C, the number of flowers for three people is: A 24 B 24 C 24, a total of 72.
According to the double relationship, A has 65,438+02 flowers, B has 65,438+02 flowers before C, and C has 48 flowers according to the total number of 72 flowers.
That is, before C divides the flowers (that is, after B divides the flowers), the number of flowers for three people is: A 12 B 12 C 48.
In the same way, it can be determined that the number of flowers of the three people before the dichotomy is A 6 B 42 C 24.
It is further determined that the number of flowers in the top three is: A 39 B 2 1 C 12.
That is to say, the original flowers of Party A, Party B and Party C are 39,265,438+0 and 65,438+02 respectively.