Wt do u mean by 'Rationalization of Polynomials' in Mathematics ?
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Answer:
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Step-by-step explanation:
Rationalization is the process of eliminating a radicals or imaginary number from the denominator of an algebraic fraction. That is, remove the radicals in a fraction so that the denominator only contains a rational number. Suppose the denominator contains a radical expression or , the fraction must be multiplied a quotient containing or . Suppose the denominator is a monomial , the fraction must be multiplied a quotient containing . This results is replaced by x.
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Rationalization generally means to multiply a rational function by a clever form of one in order to eliminate radical symbols or imaginary numbers in the denominator. Rationalization is also a technique used to evaluate limits in order to avoid having a zero in the denominator when you substitute.
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