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Question
If a and b are two different positive real numbers, then which of the following relations is true
If a and b are two different positive real numbers, then which of the following relations is true
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Solution
The correct option is B
We know that A > G > H
Where A is arithmetic mean, G is geometric mean and H is harmonic mean, then A > G
⇒a+b2>√ab or (a + b) > 2√ab
We know that A > G > H
Where A is arithmetic mean, G is geometric mean and H is harmonic mean, then A > G
⇒a+b2>√ab or (a + b) > 2√ab