Question

find a number which, when added to each of 2,6 and 13, gives three numbers in geometric sequence

Answer 1

Answer:

To start, let's assign a variable to the number. Let it be x.

And if adding x to 2, 6 and 13 results to a geometric series, we would have:

2+x , 6+x , and 13+x

Note that in geometric series, the ratio between two consecutive terms are the same and it is called as a common ratio (r)....

PLZ MARK AS BRIANLIEST,FOLLOW ME AND THX FOR THE SUPERB QUESTION