If 7 times the 7th term of an AP is equal to 11 times its 11th term,then find its 18th term
tahak1:
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Answered by
3
7(a7) = 11(a11)
=> 7 (a + 6d) = 11 ( a + 10d)
=> 7a + 42d = 11a +110d
=> -4a = 68d
=> a = -17d
=> -a = 17d -----------(1)
a18 = a + 17d ( from 1)
=> a18 = a + (-a)
=> a18 = 0
Answered by
4
7( a+6d)=11(a+10d)
7a+42d=11a+110d
4a+ 68d=0
a+17d=0
a18 =0
I hope it is useful..
mark me as best answer if it is useful...
7a+42d=11a+110d
4a+ 68d=0
a+17d=0
a18 =0
I hope it is useful..
mark me as best answer if it is useful...
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