Expanded
Notation
Product Rule
Exponents
Quotient Rule
Identification
Vocabulary
100

Expand 43

4*4*4

100

x3 * x5

x8

100

41

4
100

x^5/x^2

x3

100

What is the exponent in: 73

3

100

What is a "Base" (in Exponents) ?

The number you are multiplying (repeatedly or by itself)

200

Expand  2 5

2*2*2*2*2

200

a* a* a9

a17

200

52

25

200

(2x^3)/(4x)

*You have to simplify the fractional part in your answer*

x^2/2

200

What is the base in: 154

15

200

What is an Exponent (What does it mean?)

How many times you are multiplying the base by itself

300

Expand x6

x * x * x * x *x *x

300

3*b3 * b7

3b10

300

23

8

300

(x^3y)/(xy^2)

x^2/y

300

Whenever you are dividing powers with like bases you ___________ the exponents.

Subtract
300

If a number is squared, it is being raised to the power of ____.

2

400

Expand (2xy)3

(2xy)(2xy)(2xy)

400

-2a3b2 * 3a2b6

(Variables have to go in alphabetical order)

-6a5b8

400

33

243

400

6^7 / 6^4

*(DOUBLE POINTS IF YOU TELL ME THE EXPANDED FORM)*

*(TRIPLE POINTS IF YOU TELL ME THE EXPANDED FORM AND PRODUCT)*

6= 6*6*6 = 216

400

Whenever you are multiplying powers with like bases you ___________ the exponents.

add

400

If a number is cubed, it is being raised to the power of ____.

3

500

Expand (x+4)2

(x+4)(x+4)

500

5*10*abc * b* c4 *a2b2c4

(Variables have to go in alphabetical order)

50a3b6c9

500

104

10,000

500

(x^3y^3z^2)/(x^2y^2z)

xyz

500

If whole numbers AND variables are present when you are working with exponents, you must __________ the whole numbers before working with the variables. 

(Hint: 2a3 * 3a4)

Multiply

500

Exponential Form is written with a _____ and an _____.

Exponential: Base, Exponent (or Power)