Simplifying Rational Expressions
Multiplying Rational Expressions
Dividing Rational Expressions
100

(5x^2)/(20x^2+120x)

x/(4(x+6))

100

3/10 * 2/8

3/40

100

What is the first step to dividing rational expressions?

Flip the second expression and change into a multiplication problem. 

200

21/(7x+42)

3/(x+6)

200

2/(x - 7) * (9x + 99)/(x + 11)

18/(x - 7)

200

(6x)/(x + 10) ÷(6x)/(2x + 20)

2

300

(x^2-9)/(7x-21)

(x+3)/7

300

(x^2+10x+16)/(x + 2) * 10/(x^2-2x-8)

(10(x + 8))/((x - 4)(x + 2))

300

(x^2+x-42)/3 ÷ (x^2 - 36)/(3x)

(x(x+7))/(x+6)

400

(x^2+2x-35)/(x^2+9x+14)

(x-5)/(x+2)

400

(x^2 + 19x + 84)/(x^2 - 144) * (4)/(x+7)

4/(x-12)

400

(9x^2 + 36x)/(x + 13x + 36) ÷ (9x)/(x + 9)

1

500

(x^2-16)/(x^2+13x+36)

(x-4)/(x+9)

500

(45x^3-81x^2)/(x^2-11x+28)*(x-7)/(35x^2-63x)

9/(7(x-4)

500

(3x^2-15x)/(x+7)÷(2x^2-10x)/(x^2-49)

(3(x-7))/(2)