Math, asked by christin6754, 8 months ago

How many terms of a.p 78,71,64....... are needed to give sum 468

Answers

Answered by chauhanprikshit1
3

Answer:

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Step-by-step explanation:

Sn=n/2 {2a+(n-1) d}

where Sn is sum of nterm in ap

a is first term and d is common difference

465=n/2{78.2+(n-1)(-7)}

930=n (156-7n+7)

930=163n-7n^2

7n^2-163n+930=0

now use quadratic formula for finding roots

n=10,186/14

hence only n=10 possible

t10=78-9x7=15

Answered by Harrypotter723
2

Sn=n/2 {2a+(n-1) d}

where Sn is sum of nterm in ap

a is first term and d is common difference

465=n/2{78.2+(n-1)(-7)}

930=n (156-7n+7)

930=163n-7n^2

7n^2-163n+930=0

now use quadratic formula for finding roots

n=10,186/14

hence only n=10 possible

t10=78-9x7=15

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