If 3,p,q,24 are consecutive terms of an exponential sequence. Find the value of p and q.
In a g.p
First term
a=3-----------1
Fourth term
ar^3=24-------2
Dividing the two equations
r^3=24
r^3=2^3
r=2
There fore
ar=p
3×2=6
ar^2=q
3×2^2=12
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In an arithmetic way
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24 is 3 terms away from 3, so r^3 = 24/3 = 8
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