if p,q,r in A.P and p,q,s are in G.p then p,(p-q),(s-r) in g.p
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Answer:
proved
Step-by-step explanation:
1) q =( p + r)/2
2) q = √ps
then p,(p-q),(s-r) in g.p
(p - q)² = p ( s-r)
L.H.S. = (p - q )²
R.H.S = p ( s - r) = ps - pr = q² - p(2q-p) = q² - 2pq+p² = p² - 2pq+q² = L.H.S.
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