Let a,b,c form a G.P of common ratio r, with 0<r<1. If a,2b,3c forms an A.P, then common ratio r is
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b=ar ,c=ar2,0<c<1
a,2b,3c form an A.P 4b=a+3c4ar=a+3ar2→3r2−4r+1=0→r=1/3