Respuesta :
Wanted the geometric mean between A = 3 and B = 12.
So the Geometric mean equation simply is √(A × B).
Since A is 3 and B is 12 ->
= √(3 × 12)
then plug in the equation ->
= √36
and the root of 36 = 6.
Therefore your answer is 6.
So the Geometric mean equation simply is √(A × B).
Since A is 3 and B is 12 ->
= √(3 × 12)
then plug in the equation ->
= √36
and the root of 36 = 6.
Therefore your answer is 6.
The geometric mean between 3 and 12 is 6
Given two integers A and B, hence the geometric mean of the integers is expressed as;
[tex]G.M =\sqrt{A\times B}[/tex]
To get the geometric mean between 3 and 12, this will be expressed using the above formula;
[tex]G.M =\sqrt{3\times 12}\\G.M=\sqrt{36} \\G.M = 6[/tex]
Hence the geometric mean between 3 and 12 is 6
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