Growth factors for the population of Chattanooga in the past two years have been 8 and 12. Find the value of the geometric mean
Population growth factors are indicated in numerical form (not in percentage).\text{Population growth factors are indicated in numerical form (not in percentage).}Population growth factors are indicated in numerical form (not in percentage).
Therefore, the geometric mean will be\text{Therefore, the geometric mean will be}Therefore, the geometric mean will be
gm=x1x2=8∗12=96=416gm=\sqrt{x_1x_2}=\sqrt{8*12}=\sqrt{96}=4\sqrt{16}gm=x1x2=8∗12=96=416
Answer: 96\sqrt{96}96
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