The third term of an AP is the 8 and the ninth term of an AP exceeds three times third term by 2.Find the sum of first 19 terms
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Answer: S19 = 475
A=2
D=3
Step-by-step explanation:
A +2d=8
A+8d=3(a+2d)+2
By solving we get
A+8d=26
By elimination method
We get that d=3
Putting this in the first equation we get that
A+2×(3)=8
A=8-6
A=2
S19=
19÷2(2A+(19-1)d
19÷2(4+18×3)
19÷2(50)
19×25
475
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