Algebra II: Summative 1 Jeopardy

Properties of Exponents

100

4x^2*3x^8

12x^10

200

x^2*y^4*xy^6

x^3y^10

300

x^6/x^4

x^2

400

 x^2*y^8/x^5*y^5

y^3/x^3

500

(3a^2*b*c^4)^2

9a^4b^2c^8

Simplify the expression. Add & Subtact

100

(8x^2+3-6x)+(5x-2x^2+3)

x=6x^2-1x+6

200

(3y^3+5y^2-7y)-(-2y^3+3y+2y^2-11)

x=5x^3+3y^2-10y+11

300

(7a^4+8a^2-11a^3)-(6-8a^4+4a^2)

x=15a^4-11a^3+4a^2-6

400

(5x^2-8-2x)+(7x-4x^2+6)

x =x^2+5x-2

500

(12x^4-6x^2+4x)+(6x^4-4x^2+27)-(4x^4+12)

x=14x^4-10x^2+4x+15

Find the product. Write answer in Standard form

100

(x+5)(x-3)

x^2+2x-15

200

(x-6)(2x+3)

2x^2-9x-18

300

2x^2(4x^3-3x^2+6x)

8x^5-6x^4+12x^3

400

(2x+1)(x^2-4x+5)

2x^3-7x^2+6x+5

500

(4x-2)^2

16x^2-16x+4

Classify the polynomials by degree & number terms

100

2y^2-9

Binomial, Quadratic

200

21

Constant, Monomial

300

5x

Linear, Monomial

400

7+4x^3+2x-6x^4

Quartic, Polynomial

500

-9x^3+5x-4

Cubic, Trinomial