In an AP given a=2,d=8,sn=90 find n and An
Answers
Answered by
7
Hi Friend !!
===================
Sn = n/2[2a+(n-1)d]
90 = n/2[2×2+(n-1)8]
90 = n/2[4+8n-8]
90 = n/2[8n-4]
90×2 = n[8n-4]
180 = 8n²- 4n
8n²- 4n-180 = 0
4(2n²- n - 45) = 0
2n²- n-45 = 0
2n²-7n+5n-45 = 0
n(2n-7)+5(2n-7) = 0
(n+5)(2n-7) =0
n = -5 or 7/2
Hope it helps u
===================
Sn = n/2[2a+(n-1)d]
90 = n/2[2×2+(n-1)8]
90 = n/2[4+8n-8]
90 = n/2[8n-4]
90×2 = n[8n-4]
180 = 8n²- 4n
8n²- 4n-180 = 0
4(2n²- n - 45) = 0
2n²- n-45 = 0
2n²-7n+5n-45 = 0
n(2n-7)+5(2n-7) = 0
(n+5)(2n-7) =0
n = -5 or 7/2
Hope it helps u
prannav1:
n=5 and a5=34 can u plz check the answer once again?
Answered by
9
Sn =n/2(2a+(n+1)d)
90=n/2(4+8n-8)
180=n(4+8n-8)
180=n(8n-4)
180=8n square - 4n
8n square - 4n-180=0
After Solving this equation....
N=-5
N=7/2
90=n/2(4+8n-8)
180=n(4+8n-8)
180=n(8n-4)
180=8n square - 4n
8n square - 4n-180=0
After Solving this equation....
N=-5
N=7/2
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