Question:
Ques is- find geometric mean of series having mean = 25 and harmonic mean = 16
Answer:
The relationship between Arithmetic mean (AM), Geometric mean (GM) And Harmonic mean (HM) is
GM2 = AM * HM
Given AM = 25
HM = 16
So GM2 = 25*16
=>GM = √(25*16)
= 5*4
= 20
So Geometric mean = 20
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