which term of Gp series whose 5th and 8th terms are 80 and 640 respectively
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Answered by
2
Answer:
Step-by-step explanation:
Given
5th term=80=a.r^4
6th term=640=a.r^7
…a.r^7=640
a.r^4.r^3=640
80.r^3=640
r^3=8
r=2
g.p. Series are
5,10,20,40,80,160,320,640……………
Answered by
2
hey as we know that general term of G.P. is a*r^(n-1)
thus a*r^4 =80
let's call it 1
and similarly
a*r^7= 640
let's call it 2
now on dividing 2/1
we will get r^3 = 8
thus we can say r= 2
putting into 1 we get a = 5
thus the series are 5,10,20....
thus a*r^4 =80
let's call it 1
and similarly
a*r^7= 640
let's call it 2
now on dividing 2/1
we will get r^3 = 8
thus we can say r= 2
putting into 1 we get a = 5
thus the series are 5,10,20....
khushi13603:
wlcm
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