Roots and Powers
Property of Exponents
Evaluating Expressions
Polynomials
Simplify Expressions
100

55

3125

100

(3xyz)0

1

100

3-2(10-2)

-13

100

(5a + 4) − (5a + 3)

1

100

26 = 8 + v

18

200

square root of 125

5 square root of 5

200

x3 * x2

x5

200

What is the order of operations 

Parenthesis, Exponents, multiplication/division, adding and subtracting

200

(4r3+ 3r4) − (r4− 5r3)

2r4+ 9r3

200

246= 6(-6x+5)

-6

300

cubic root of 128 

4 cubic root of 2

300

(3xy)4

34x4y4

300

x-y(2-x)2 when x=1 and y=2

-1

300

(−4k4+ 14 + 3k2) + (−3k4− 14k2− 8)

−7k4− 11k2+ 6

300

96= 3(3x+8)

6

400

cubic root of 343

7

400

x3y2/ xy

x2y

400

(y+x)/2+x use x=1 and y=1

2

400

(−7x5+ 14 − 2x) + (10x4+ 7x + 5x5)

−2x5+ 10x4+ 5x + 14

400

18 + 4.5m = 6m + 12

4

500

square root of 361

19

500

x5y-2z4/x-1y2z

x6z3/y4

500

z − (y ÷ 3 − 1); use y = 3, and z = 7

7

500

(14p4+ 11p2− 9p5) − (−14 + 5p5− 11p2)

−14p5+ 14p4+ 22p2+ 14

500

-2(w + 10) = 6w + 12

-4