A single A.M between a and b is:

  • A. (a+b)/2
  • B. =_/ab
  • C. 2ab/(a+b)
  • D. None of these

Correct Answer: A. (a+b)/2

The arithmetic mean (A.M) between any two numbers a and b is (a+b)/2.

If we want to find a single arithmetic mean between a and b, we can set up an equation such that:

A.M = (a+b)/2

But since we are looking for a single A.M between a and b, we don’t know the exact value of the A.M. Therefore, we cannot solve for it using this equation.

However, we can make an observation that any value between a and b will be an arithmetic mean between a and b. Therefore, we can say that there are infinitely many single arithmetic means between any two numbers a and b

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