Answer:
and

Explanation:
Given: (1) two numbers
and
.
(2) two numbers
and
.
To Find: Geometric number of numbers in
and

Solution:
Let first number be

Let second number be

Geometric mean of two numbers
and
is

Now,
First number is

Second number is

Geometric mean of both numbers is

Geometric mean is

First number is

Second number is

Geometric mean of both numbers is


Geometric mean is
