if the pth term of an AP is 1/q and the qth term is 1/p show that sum of the pm term is 1/2 (pq+1).

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If the pth term of an AP is 1/q end the qth term is 1/p show that the sum of pq terms is 1/2 (pq+1) If the pth term of an AP is 1/q end the qth term is 1/p show that the sum of pq terms is 1/2 (pq+1)
if pth term is 1/q and qth term is 1/p then show that sum of pqth term is (1+pq)/2 #xsquare #shorts if pth term is 1/q and qth term is 1/p then show that sum of pqth term is (1+pq)/2 #xsquare #shorts
In an A.P., if pth term is 1/q and qth term is 1/p, prove that the sum of pq terms is 1/2(pq+1) In an A.P., if pth term is 1/q and qth term is 1/p, prove that the sum of pq terms is 1/2(pq+1)
In an AP, if the pth term is 1/q and qth term is 1/p . Then, the sum of first pq term is In an AP, if the pth term is 1/q and qth term is 1/p . Then, the sum of first pq term is
In an AP if pth term is 1/q and qth term is 1/p, prove that the sum of first pq | Ex 9.2 Class 11 Q5 In an AP if pth term is 1/q and qth term is 1/p, prove that the sum of first pq | Ex 9.2 Class 11 Q5
if the pth term of an AP is 1/q and the qth term is 1/p show that the sum of the pm term is (pq+1)/2 if the pth term of an AP is 1/q and the qth term is 1/p show that the sum of the pm term is (pq+1)/2
If the pth term of an A.P is q and the qth term is p .Prove that its nth term is (p+q-n). If the pth term of an A.P is q and the qth term is p .Prove that its nth term is (p+q-n).
If pth term is 1/q, qth term is 1/p, then find (pq)th term || Arithmetic Progression || Class - X If pth term is 1/q, qth term is 1/p, then find (pq)th term || Arithmetic Progression || Class - X