I have a problem in number system rationalization.
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In elementary algebra, root rationalisation is a process by which surds in the denominator of an irrational fraction are eliminated. These surds may be monomials or binomial involving square roots.
Example,rationalize-
To rationalise this kind of monomial bring in the factor :
Example,rationalize-
To rationalise this kind of monomial bring in the factor :
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In elementary algebra, root rationalisation is a process by which surds in the denominator of an irrational fraction are eliminated. These surds may be monomials or binomial involving square roots.
Example,rationalize- 10/ \sqrt{a}
To rationalise this kind of monomial bring in the factor :
10/ \sqrt{a}=10/ \sqrt{a}* \sqrt{a}/ \sqrt{a}=10 \sqrt{a}/( \sqrt{a})^{2}
Example,rationalize- 10/ \sqrt{a}
To rationalise this kind of monomial bring in the factor :
10/ \sqrt{a}=10/ \sqrt{a}* \sqrt{a}/ \sqrt{a}=10 \sqrt{a}/( \sqrt{a})^{2}
Answered by
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In Rationalizing , you have to multiply the denominator with the given expression both to numerator or denominator by inversing signs that is +ve and -ve.The examples will help
Rationalizing 3/4
3/4 * -4/-4 = -12 / -16
Rationalizing 3/4
3/4 * -4/-4 = -12 / -16
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