1. 9.5 Addition, Subtraction, and Complex Fractions Do Now: Obj: to add and subtract rational expressions Remember: you need a common denominator!

2. Ex 1:

3. Ex 2: Needs a common denominator 1 st Sometimes it helps to factor the denominators to find your LCD. LCD: 3x 3 (2x+1)

4. LCD: (x+3)(x+3)(x-3) HW:

5. Do Now:

6. Complex Fraction – a fraction with a fraction in the numerator and/or denominator. Such as: How would you simplify this complex fraction? Multiply the top by the reciprocal of the bottom!

7. Steps to make complex fractions easier. 1.Condense the numerator and denominator into one fraction each. (if necessary) 2.Multiply the numerator by the denominator. 3.Simplify the remaining fraction.

8. Ex 1:

9. Ex 2:

10. Ex 3: