Find x so that `x, x+2, x+6` are consecutive terms of a geometric progression.

Find x so that x,x+4 and x+12 are consecutive terms of a geometric progression.

Find z so that z+1,z+2,z+3 are consecutive terms of a geometric progression.

Find y so that y,y+2,y+3 are consecutive terms of a geometric progression.

Find x so that x+6, x+12 and x+15 are consecutive terms of Geometric Progressions.

The second, third and sixth terms of an A.P. are consecutive terms of a geometric progression. Find the common ratio of the geometric progression.

Find three numbers a, b, c between 2 and 18 such that: (i) their sum is 25, and (ii) the numbers 2, a, b are consecutive terms of an arithmetic progression, and (iii) the numbers b, c, 18 are consecutive terms of a geometric progression.

Find the value of p(p gt 0) if (15)/(4) + p, (5)/(2) + 2p and 2+ p are the three consecutive terms of a geometric progression.

If 3x -4, x +4 and 5x +8 are the three positive consecutive terms of a geometric progression, then find the terms.

The sum of three consecutive positive terms of a geometric progression is S and their product is 27.Find the minimum value of S.