Algebraic Equations
Exponent Rules
Order of Operations
Adding and Subtracting Integers
Rounding
Combining Like Terms
100

Solve for X: 

X + 8 = 25




x=17

100

When you see the following expression, what is the big number called and what is the little number on top of it called?

24

100

Simplify the following expression:

62

100

Find the sum

-4 + -5

 -9

100

Round to the nearest tens

256

260

100

Simplify: 

2x + 8x

10x

200

Solve for X: 

X-3=10





X=13

200

Simplify using the product rule:

Answer should contain ONLY positive exponents

m^4*2m^-3

2mor 2m

200

Simplify the following expression:

5

200

Find the difference:

-8 - (-6)

-2

200

Round to the nearest thousands

28,259

28,000

200

Simplify: 

-2x + 11 + 6x

4x + 11

300
Solve for X: 


4x=28

X=7

300

Simplify using the power rule:

Answer should contain ONLY positive exponents

(x^2y^-1)^2

x^4/y^2

300

Simplify:

3 + 42 * (3 + 2)

83

300

Find the sum:

-10 + 15 + 5

10


300

Round to the nearest tenths

67.720

67.7

300

Simplify: 

n - 4 - 9

n - 13

400

Solve for X: 


X=40



400

Simplify using the quotient rule:

Answer should contain ONLY positive exponents

m^4/(2m^4)

1/2

400

Simplify:

45

400

Find the sum:

-2 + -3 + 5

0

400

Round to the nearest hundredths

23.0368

23.04

400

Simplify: 

-4n + 3(5n)

11n

500

Solve for X:

2x + 5 = 17

X=6

500

Simplify

Answer should contain ONLY positive exponents

(4m^2n^3)/(3m^4n^2)

(4n)/(3m^2)

500

Simplify:

12

500

Find the difference:

6 - (-2) - 5

3

500

Round to the nearest millions

271,156,694

271,000,000

500

Simplify: 

-2(x + 4) + 5x

-8 + 3x

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