What is the Rationalisation factor of √ 3?

Answer: Rationalization factor of √3 is √3.

What is the rationalization factor of 2 √ 3?

Rationalization factor of √2 + √3 is √2 – √3.

What is the rationalizing factor of √ 5?

3. √5 × 2√5 = 2 × (√5)^2 = 3 × 5 = 15, which is rational. Therefore, each of the surds √5 and 2√5 is a rationalizing factor of the other.

What is the rationalising factor of root 2?

The rationalising factor of √2 is √2.

What is the rationalization of 2/3 Root 5?

hence ∛25 is the rationalising factor of 2∛5.

What is the rationalizing factor of √ 8?

Answer: √2 is the rationalising factor of root 8.

What is the rationalising factor of root 7?

Rationalising factor is a term with which a term is multiplied or divided to make the whole term rational. (√2 + √7 – √10)(√2 + √7 + √10) = (√2 + √7)^2 – 10 = 2√14 – 1. = 55.

What is the value of 2 Root 3 root 3?

Therefore, 2√3 + √3 is equal to 3√3.

What is the rationalization factor of sqrt3?

We know that rationalization factor for `sqrta` is `1/sqrta`. Hence rationalization factor of `sqrt3` is `1/sqrt3`. Is there an error in this question or solution?

How do you rationalize the denominator with square root?

Answer: To rationalise the denominator with square root, multiply and divide the given fraction with the same square root value. This way, the denominator will be a rational number.

How do you rationalize a fraction with an irrational denominator?

For the fractions that include simple irrational denominators like √2, √3, √5, etc., it is easy to rationalise such denominators. We need to multiply numerator and denominator by the same radical term or by the same roots.

How do you rationalize a radical with two terms?

If the denominator of a mathematical expression with two terms includes radical, then we need to multiply both numerator and denominator by the conjugate of the denominator. This method is called rationalization.