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If the nth term of a harmonic progression is given by 1/(1/n + 1/m), what does this represent?

Practice Questions

1 question
Q1
If the nth term of a harmonic progression is given by 1/(1/n + 1/m), what does this represent?
  1. The average of n and m
  2. The product of n and m
  3. The sum of n and m
  4. The difference of n and m

Questions & Step-by-step Solutions

1 item
Q
Q: If the nth term of a harmonic progression is given by 1/(1/n + 1/m), what does this represent?
Solution: The nth term of a harmonic progression can be expressed as the harmonic mean of n and m, which is 1/(1/n + 1/m).
Steps: 0

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