[PDF] Simplifying Rational Expressions



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WORKING WITH EXPONENTS (including negative and rational

Remember, first make the exponent positive before you evaluate a number raised to a negative exponent (7) 2 1 3 2 6 1 x x x x x x x x x x x x x x 1 1 6 3 3 6 6 3 6 3 3 6 1 4 2 1 3 1 2 Here, a common denominator for all the fractional exponents is found, the numerator is simplified, and then the subtraction rule is used The final answer has a



Section 36: Rational Exponents - Community College of

denominator as the index Example 2 Rewrite using radical notation 5 aa 3 ()3 5 2 (2 ) ( 2 )mn mn 7 7 2 4 5 5 4 1 x x 2 9 9 2 1 () xy xy Exponent is numerator; index is denominator Negative exponent means reciprocals The ability to change between exponential expressions and radical expressions allows us to evaluate expressions we had no means



Rational Chapter 9 - NCERT

Numerator and Denominator In p q, the integer p is the numerator , and the integer q (≠ 0) is the denominator Thus, in 3 7 −, the numerator is – 3 and the denominator is 7 Mention five rational numbers each of whose (a) Numerator is a negative integer and denominator is a positive integer



Part IV: Benefit-Cost Analysis

If you have a negative ratio, in which the program doesn’t save more than it costs, you can’t easily determine whether the negative ratio comes from a negative numerator or a negative denominator A negative numerator would mean that benefits are listed as “negative costs ” A negative denominator



Formulas for Exponent and Radicals - Northeastern University

Negative exponents ip location: A negative exponent in the numerator moves to the denominator And a negative exponent in the denominator moves to the numerator Method 6st 4 2s 2t2 = 6ss2 2t4t2 = 3s3 t6 j) Simplify y 3z3 2 (give answer with only positive exponents ) A Negative exponent ’ ips’ the fraction Method y 3z3 2 = 3z3 y 2 = 9z6 y2 4



LIMITS AT INFINITY

Suppose x is large and negative, then and So, for large positive values of x 4x and 2x are still behavior models for the function, but the numerator and denominator will both be negative now So, for large positive values of x EX 2 Graph EX 2 Graph Then, while



Simplifying Rational Expressions

Both ˛ and make the denominator zero This is defined for all real numbers except ˛ and Thus, ˛ and SIGNS OF A FRACTION Notice: Generally, a fraction is not written with a negative denominator For example, the expression would be written as either or The expression ˚ ˜ can be written



Exponent and Radicals - Rules for Manipulation

Negative exponents ip location: A negative exponent in the numerator moves to the denominator And a negative exponent in the denominator moves to the numerator Method 6st 4 2s 2t2 = 6ss2 2t4t2 = 3s3 t6 j) Simplify y 3z3 2 (give answer with only positive exponents ) A Negative exponent ’ ips’ the fraction Method y 3z3 2 = 3z3 y 2 = 9z6 y2 4



Ex 51Ex 51p245 p245 p245 - mathonomiefileswordpresscom

Ex 55p245 Ex 55p245 f(x) = x2 1+ 5 x − 9 x2 x 1− 3 x = x× 1+ 5 x − 9 x2 1− 3 x lim x−>-õ x = -õ et lim x−>-õ 1+ 5 x − 9 x2 1− 3



Chapitre n°4 : Fractions

Chapitre n°4 : Fractions 3 Mettre au même dénominateur Méthode : Mettre au même dénominateur deux quotients, c’est déterminer des quotients égaux à chacun de ces quotients mais avec le même dénominateur

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