Question

the three geomatric means between 1 to 256​

Answer 1

Answer:

Let G1,G2,G3 be 3 GMS between 1 & 256

then

 1, G1, G2, G3, 256 will be in GP

Let common ratio be r

 ∴G1 = r

So  r4 = 256

r= ±4

G1= ±4

G2= ±16

G3= ±64

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Answer 2

Answer:

Let G1 ,G2 ,G3 be 3

GMS both 1, & 256

then

1,G1 ,G2 ,G3 , 256 will be in GP

Let common ratio be r

∴G1 = r

So r^4 =256

r=±4

G1 =±4

G2 =±16

G3 =±64

Step-by-step explanation:

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