The Geometric Mean of two numbers (a) and (b) is (G=\pm\sqrt{ab}).
If (n) G.Ms are inserted between (a) and (b), then (b=ar^{n+1}) so (r=\sqrt[n+1]{\dfrac{b}{a}}).
The Geometric Mean of two numbers (a) and (b) is (G=\pm\sqrt{ab}).
If (n) G.Ms are inserted between (a) and (b), then (b=ar^{n+1}) so (r=\sqrt[n+1]{\dfrac{b}{a}}).