Three non-zero numbers `a ,b ,a n dc` are in A.P. Increasing `a` by 1 or increasing `c` by 2, the numbers are in G.P. Then find `bdot`

Three non-zero numbers a ,b , c are in A.P. Increasing a by 1 or increasing c by 2, the numbers are in G.P. Then find b-a

Three non-zero numbers a,b, and c are in A.P.Increasing a by 1 or increasing c by 2, the numbers are in G.P.Then find b .

Three non zero numbers a, b, c are in A.P. Increasing a by 1 or increasing c by 2, the number become in G.P then b equals

Three Non-zero numbers a, b and c will be in G.P. If and only if ____.

The sum of three numbers a ,b ,c in A.P. is 18 . If aa n db are each increased by 4a n dc is increased by 36 , the new numbers form a G.P. Find a ,b ,c

The sum of three numbers a ,b ,c in A.P. is 18 . If aa n db are each increased by 4a n dc is increased by 36 , the new numbers form a G.P. Find a ,b ,c

Three numbers a, b, c, non-zero, form an arithmetic progression. Increasing a by 1 or increasing c by 2 results in a geometric progression. Then b equals :

Three positive numbers from an increasing G.P. If the middle term in this G.P is double , the new numbers are in A.P then the common ratio of the G.P. is :