Question

The A.M., H.M., and G.M. between two numbers are $\frac{144}{15}$, 15, and 12 but not neccesarily in this order. Then A . M., H.M . and G. M. resepectively are $\frac{144}{15},$ 12 , 15

• A. True
• B. False

Answer 1

The correct option is B False

We have,

$A.M.,G.M.,H.M.$ between two numbers are $\frac{144}{15},15,12$.

We know that

$A.M>G.M>H.M$

So, the order of given means

Therefore,

$A.M=15,G.M=12,H.M=\frac{144}{15}$

Then,

$A.M,H.M,G.M=15,\frac{144}{15},12$

Hence, this is the answer.

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