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Rational Expressions – Equivalent Forms

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Presentation on theme: "Rational Expressions – Equivalent Forms"— Presentation transcript:

1 Rational Expressions – Equivalent Forms
Here is the rule : You are allowed to MULTIPLY OR DIVIDE the numerator and denominator of a fraction by the SAME constant or variable

2 Rational Expressions – Equivalent Forms
Here is the rule : You are allowed to MULTIPLY OR DIVIDE the numerator and denominator of a fraction by the SAME constant or variable ADDING / SUBTRACTING the numerator and denominator of a fraction by the SAME constant or variable DOES NOT create an equivalent fraction !!!

3 Rational Expressions – Equivalent Forms
Here is the rule : You are allowed to MULTIPLY OR DIVIDE the numerator and denominator of a fraction by the SAME constant or variable ADDING / SUBTRACTING the numerator and denominator of a fraction by the SAME constant or variable DOES NOT create an equivalent fraction !!! When the fractions are simple, cross multiplying will quickly check for equivalence

4 Rational Expressions – Equivalent Forms
Example # 1 : Are these fractions equivalent ?

5 Rational Expressions – Equivalent Forms
Example # 1 : Are these fractions equivalent ? No, if I cross multiply I do not get a true statement…

6 Rational Expressions – Equivalent Forms
Example # 2 : Are these fractions equivalent ?

7 Rational Expressions – Equivalent Forms
Example # 2 : Are these fractions equivalent ? YES, because I can MULTIPLY both numerator and denominator by the same thing to get my result…

8 Rational Expressions – Equivalent Forms
Example # 2 : Are these fractions equivalent ? YES, because I can CROSS MULTIPLY and get an equivalent statement

9 Rational Expressions – Equivalent Forms
Example # 3 : Are these fractions equivalent ?

10 Rational Expressions – Equivalent Forms
Example # 3 : Are these fractions equivalent ? YES, because I can cancel the ( b + 3 )… anything over itself = 1

11 Rational Expressions – Equivalent Forms
Example # 4 : Are these fractions equivalent ?

12 Rational Expressions – Equivalent Forms
Example # 4 : Are these fractions equivalent ? NO !!! You can not ADD / SUBTRACT the same thing from the numerator / denominator and get an equivalent form…


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