Solving Equations w/ Fractions
Rationalizing the Denominator
Conjugates
Adding & Subtracting Polynomials
Simplifying Exponents
100

x + 3/4 = -1/2

What is x = -5/4

100

If the denominator consists of the square root of a natural number that is not a perfect square, ____________ the numerator and the denomiator by the ____________ number that produces the square root of a perfect square in the denominator.

What s multiply; smallest 

100

Radical expressions that involve the sum and difference of the ___________________________ are called conjugates. Conjugates are used to rationalize denominators because the product of such a pair contains no ____________.

What is same two terms; radicals

100

(2x2 + 6x + 5) + (3x- 2x - 1)

What is 5x2  +  4x  +  4 

100

23 + 26

What is 29

200

3/4(x+3)=9

What is x = 9

200

5/√5

What is √5

200

(√5 + 4)(√5 - 4)

What is -11

200

(x2+3xy−9) - (−2y2+5xy+6)

What is x2+2y2−2xy−15

200

t10/t8

What is t2

300

x - 5/6 = 1/3

What is x = 7/6

300

6/√3

What is 2√3

300

(√2 + √7)(√2 - √7)

What is -5

300

(–3x2 + 9xy – 5y2) – (4x2 + 7xy – 8y2)

What is -7x2+2xy+3y2

300

5x5/3x3

What is 5x2/3

400

3/2x + 1/2(x-4) = 6

What is x = 4

400

7/ √6

What is 7√6/6

400

5/4-√2

What is 20 + 5√2/14

400

(2x2 + 6y + 3xy) + (3x2 - 5xy - x) + (6xy + 5)

What is 5x2 + 6y + 4xy - x + 5 

400

 (–46x2y3z)0

What is 0

500

1/4x + 3/2(2x-1) = 2

What is x = 14/13

500

-4/√7

What is -4√7/7

500

3/3-2√3

What is -3 - 2√3

500

3(x2 - 2x + 3) - 4(4x + 1) - (3x2 - 2x)

What is -20x + 9 

500

4x3y8z2/8x6y2z4

What is y6/2x3z2