Question

geometric mean between two positive real numbers a and b is brainly ​

Answer 1

Answer:

The geometric mean between a and b is √(a×b).

Explanation:

Geometric mean is a type of an average where we multiply the two numbers and the square root of the product is equal to the geometric mean.

If there are three numbers, we will multiply all the three and find the cube root of the product to get the geometric mean.

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Answer 2

Given:

The Real number a and b

To find:

The Geometric mean between two positive real numbers a and b.

Solution:

1) Geometric mean the average of the set of product of the given n numbers.

The Geometric mean for N numbers is given by

• GM = $\sqrt[N]{Product of N numbers}$

2) According to the question

we have only two numbers that are a and b

• GM = $\sqrt[2]{ab}$

The Geometric mean between two positive real numbers a and b is $\sqrt[2]{ab}$