What is the smallest number of birds that could fly in the formation described below, assuming that each is counted only once to fulfill all the conditions listed? Two birds in front of a bird, two birds behind a bird and a bird between two birds.
What is the smallest number of birds that could fly in the formation described below, assuming that each is counted only once to fulfill all the conditions listed? Two birds in front of a bird, two birds behind a bird and a bird between two birds. Correct Answer 5
Given that:-
Mistake Points Assuming that each is counted only once to fulfil all the conditions listed:
- Two birds in front of a bird.
That means there are two birds here.
- Two birds behind a bird.
That means two more birds are there.
- A bird between two birds.
That means one more bird is there.
Confusion Points
Some difference of question Language only "Assuming that each is counted only once to fulfil all the conditions listed" this is already mentioned in question so according to this 5 will be the right answer. If this statement is not given then answer will be 3.
For example:
Wolves move in packs. What is the smallest number of wolves that could move in the following formation: 2 Wolves in front of a Wolf, 2 behind a Wolf and 1 Wolf in between 2 Wolves?
(1) 2 Wolves in front of a Wolf.
(3) 1 Wolf in between 2 Wolves.
So, there can be minimum 3 Wolves.
After solving this question, we get answer is 3.