Questions

There are some geometric means between 3 and 192 in such a way that the $\rm 5^{th}$ geometrical mean is 96. Find the number of means.

If $\rm \frac{1}{81}$, p, q, m, and 1 are in a geometric sequence, find the values of p, q, and m.

If 5, x, y, z, and 405 are in a geometric sequence, find the values of x, y, and z.

-16, x, y, 54 are in a geometric sequence, find the values of x and y.

1f 6, x, y, 162 are in a geometric sequence, find the values of x and y.

Insert 5 geometric means between 8 and $\rm \frac{1}{8}$.

Insert 4 geometric means between 1 and 243.

Insert 4 geometric means between 2 and 64.

Insert 3 geometric means between 5 and 80.

Insert 3 geometric means between 6 and 96.