Zabuza Momochi
New member
Hey there!
I have this riddle that has been bugging me for quite a while now.
So I wonder if you could possibly solve it.
Unfortunately I don't know the answer, so it's up to you to try and solve it.
First one to give a feasible answer will get Best Answer.
RIDDLE!
There are 2 identical trees in a field. On the trees, there are a number of birds (species/gender does not matter). On Tree A, there are 'n' amount of birds. On Tree B, there are 'n' amount of birds.
There are 2 separate events that happen independently from the (beginning) original state...
If a bird moves from Tree A to Tree B, the number of birds on Tree B will be double the number of birds on Tree A.
If a bird moves from Tree B to Tree A, the number of birds on Tree A will be the SAME as the number of birds on Tree B.
In the (beginning) original state, how many birds are on
a) Tree A
b) Tree B
Good luck.
**Hint. You can solve this with algebra.
I have this riddle that has been bugging me for quite a while now.
So I wonder if you could possibly solve it.
Unfortunately I don't know the answer, so it's up to you to try and solve it.
First one to give a feasible answer will get Best Answer.
RIDDLE!
There are 2 identical trees in a field. On the trees, there are a number of birds (species/gender does not matter). On Tree A, there are 'n' amount of birds. On Tree B, there are 'n' amount of birds.
There are 2 separate events that happen independently from the (beginning) original state...
If a bird moves from Tree A to Tree B, the number of birds on Tree B will be double the number of birds on Tree A.
If a bird moves from Tree B to Tree A, the number of birds on Tree A will be the SAME as the number of birds on Tree B.
In the (beginning) original state, how many birds are on
a) Tree A
b) Tree B
Good luck.
**Hint. You can solve this with algebra.