Exponent Rules
Scientific Notation
Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
100

Simplify: 59/54

55 = 3125

100
When writing a number in scientific notation, the number multiplied by 10 and an exponent must be between what two numbers? 

1 and 10

100

Collect like terms: 3x2 + 4x + 5x2

8x2 + 4x

100

In order to subtract polynomials, you need to do what with the second polynomial? 

Find the additive inverse.

100

What do the letters stand for in F. O. I. L.? (Must be listed in order!)

First, outer, inner, last
200

Simplify: (x5y3)(x6y)

x11y4

200

Write using scientific notation: 0.000451

4.51 * 10-4

200

Add: (4y2 + 2y + 10) + (6y2 - 4y +16)

10y2 - 2y + 26

200

Subtract: (4y2 + 2y + 10) - (6y2 - 4y + 16)

-2y2 + 6y - 6

200

Multiply: (x + 4)(x - 3) 

x2 + x - 12

300

Express using positive exponents: (5-1)(5-3)

1/54 = 1/625

300

Write using standard notation: 6.234 * 105

623,400

300

Add: (3a + 2) + (4a - 3) 

7a - 1

300
Subtract: (5x2 + 6) - (4x2 + 8)

x2 - 2

300
Multiply: (5x + 2y)2

25x+ 20xy + 4y2

400

Simplify using positive exponents: -3a/9a5

-1/3a4

400

Write in scientific notation: 1,367,421,000

1.367421 * 109

400

x+ 3x + 4 + (2x2 +4x + 1)

3x2 + 7x + 5

400

Subtract: (3y3 - 4y + 7) - (2y3 + 2y2 - 3y)

y3 - 2y2 - y + 7

400

Multiply: (2m - n)(3m + 4n)

6m+ 5mn - 4n2

500

Simplify: (-3x2)/ x4

9

500

Divide. Express your answer in scientific notation. 

6.0 * 10/ 8.0 * 107

7.5 * 10-5

500

(4x5 - 6x3 -9x) + (6x3 + 9x2 + 9x)

4x5 + 9x2

500

Simplify: (-6z2 - 3z + 1) + (3z - 5) - (-4z2 - 9z)

-2z+ 9z - 4

500

Multiply: (x2 + 6x + 1)(x2 - 3x + 5)

x4 + 3x3 - 12x2 + 27x + 5

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