Compare and contrast division of integers to division of rational expressions

Integers are whole number which are both, positive and negative.

Rational expression are fractions which are having a form of p/q which is numerator and denominator.

Step-by-step explanation:

(1) Consider in the second term the numerator as denominator and vice versa. and multiply.

(2) Factor out both the numerator and denominator in the given rational number.

(3) Simplify the factors by canceling the common factor.

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Step-by-step explanation:

Integers are whole numbers which are positive or negative.

Rational expressions is fraction which has numerator or denominator.

Division of integers is the opposite operation of multiplying integers. It is like dividing whole numbers. You only have to take not of the positive or negative sign of each integer to determine the sign of the quotient.

Division of rational expression is different. It takes few steps to solve the rational expression.

1) Flip the second term of the expression and multiply.

2) factor out the numerator and denominator

3) cancel out the common factor/ duplicate factors and simplify

step-by-step explanation:

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