Rationalising factor of root 7- root 3
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Answered by
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Answer:
heym mate!!
Step-by-step explanation:
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rationalising factor of √7-√3 is ______
=============>>>>>( √7 +√3)
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thanks!
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Answered by
0
The Rationalizing factor of √7 - √3 is (√7 + √3).
Given:
The factor (√7 - √3).
Explanation:
- Rationalizing is a process in which we try to eliminate the irrational part present in the denominator by multiplying it with a number.
- That number is called the rationalizing factor.
- The irrational parts contain an algebraic form of numbers in roots.
- We are familiar with the identity, in which only square terms are obtained. i.e., (a + b)(a - b) = a² - b² where (a + b) and (a - b) are the rationalizing factors of each other.
- Now, We will multiply the denominator with its rationalizing factor.
- Here in the above question, we can easily find out the rationalizing factor of the number (√7 - √3) i.e., (√7 + √3).
Thus, this is the way we calculate the rationalizing factor of any number.
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