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Dividing Rational Expressions
In this article we are going to discuss about Dividing Rational Expressions concept . A rational expression is defined as nothing more than a fraction in which the numerator and or the denominator are polynomials. In numerals division by zero is not allowed. This is the same case in rational expressions. A rational expression is also defined as the divison of two polynomials. A dividing rational expression is an algebra expression of the form X/Y where X and Y are simpler expressions. The condition here is that Y should not be zero.
Dividing Rational Expressions
In this article we are going to discuss about Dividing Rational Expressions concept . A rational expression is defined as nothing more than a fraction in which the numerator and or the denominator are polynomials. In numerals division by zero is not allowed. This is the same case in rational expressions. A rational expression is also defined as the divison of two polynomials. A dividing rational expression is an algebra expression of the form X/Y where X and Y are simpler expressions. The condition here is that Y should not be zero.