.The sum of n term of two AP are in the ratio (2 n+1) : (2 n-1). the ratio of the 10th terms is
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We know that,
Any n th term of an AP
= sum of n terms-sum of (n-1) ters
Given here,
Sum of n terms are in ratio 2n+1:2n-1
So,
The ratio of 10th terms are,
{(2(10)+1):(2(10)-1)}-{(2(9)+1):(2(9)-1)}
{21:19}-{19:17}
21/19–19/17
(357–361)/323
-4/323
Negative signs here indicate that on of the term form both the APs is negative .
Therefore the ratio is 4/323 (Ans.)
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