if the third term and 9th term of an ap are 4 and -8 respectively then which term of the ap is zero
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6
Answer:
Thus the fifth term of the ap is 0
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Answer:
- a(3) = a+2d
- 4 = a+2d
- a(9) = a+8d
- -8 = a+8d
- (elimination method)-
- a+2d = 4
(-)a+(-)8d =(+) -8 (opposite sign)
-------------------------
0 -6d = 12
d = -2
- a+2(-2) = 4 (substitution)
- a = 8
- a(n) = a + (n-1)d
- 0 = 8+(n-1)(-2)
= 8 - 2n + 2
= 10 - 2n
2n=10
n = 5
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