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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
Explanation:


The correct answer is (a+b)/2 because the standard formula for finding a single arithmetic mean (A.M.) between two values is their mathematical average.



    • Step 1 (Definition): For any two numbers a and b, their single arithmetic mean forms an arithmetic progression sequence. This value sits exactly halfway between them.

    • Step 2 (Formula Calculation): The midpoint formula is found by adding the two terms together and dividing the total sum by 2, which gives us (a + b) / 2.

    • Incorrect Options:

      • =√ab is incorrect because it represents the Geometric Mean (G.M.) between two positive numbers.

      • 2ab/(a+b) is incorrect because it represents the Harmonic Mean (H.M.) between two numbers.

      • None of these is incorrect because the first option is the exact mathematical standard for the arithmetic mean.




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