The steps to solve a rational equation are:Find the common denominator.
The steps to solve a rational equation are:Find the common denominator.Multiply everything by the common denominator.
The steps to solve a rational equation are:Find the common denominator.Multiply everything by the common denominator.Simplify.
The steps to solve a rational equation are:Find the common denominator.Multiply everything by the common denominator.Simplify.Check the answer(s) to make sure there isn't an extraneous solution.
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Step-by-step explanation:
The steps to solve a rational equation are:
Step-by-step explanation:
IN ADDING SIMILAR RATIONAL ALGEBRAIC EXPRESSIONS:
1. write the given as one expression
2. combine like terms in the numerator by addition
3. express the sum in reduced form
IN SUBTRACTING SIMILAR RATIONAL ALGEBRAIC EXPRESSIONS:
1. write the given as one expression
2. combine like terms in the numerator by subtraction
3. express the difference in reduced form
IN MULTIPLYING RATIONAL ALGEBRAIC EXPRESSIONS:
1. multiply the numerators and denominators of the given rational algebraic expressions
2. find the GCMF of the product of numerators and denominators
3. divide out the GCMF of the product of numerators and denominators.
4. Simplify the remaining factors
IN DIVIDING RATIONAL ALGEBRAIC EXPRESSIONS:
1. determine the dividend and divisor of the expression
2. find the reciprocal of the divisor
3. multiply the dividend with the reciprocal of the divisor