for an A.p the first term is 4 and them is
31 the sum of All the term
last
is
420 find the value of n
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Answer:
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Sn=2n{2a+(n−1)d}
a+(n−1)d=31⇒a=31−4(n−1)
∴136=2n{2[31−4(n−1)]+(n−1)d}
n[70−8n+4n−4]=272
n(66−4n)=272
4n2−66n+272=0
2n2−33n+136=0
2n(n−8)−17(n−8)=0
(2n−17)(n−8)=0
∴n=8
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