Key words 1
Key words 2
Solve for the functional relationship
Solve for the recursive relationship
Other
100

An arithmetic pattern

Uses addition or subtraction to create the pattern


100

A geometric pattern


Uses multiplication or division to create the pattern

100

3,6,9,12...

3 times the term number

100

5,25,125, 625...


5 x the previous number

100

DAILY DOUBLE!!!!!!!  ($1000)


If you buy a book and a bookmark for $1.10 total when the book is $1 more than the bookmark what is the cost of the book and the bookmark.

Book $1.05 and bookmark %0.05.

200

An independant variable

The variable that is the input and doesn’t rely on any other information

200

A dependant variable

The variable that is the output and relies on another variable or input

200

8,12,16,20...

4 times the term number, then add 4

200

64, 32, 16, 8...

 Divide the previous number by 2

200

What is the pattern rule for this: 


45, 78, 101, 124...

Add 23 each time.

300

A linear relationship

A relationship between two variables where if one variable changes, the other one always changes by a set amount.

300

A linear equation


an equation used to create a straight line on a graph


300

20,30,40,50...


Term number x 10 + 10 


300

6, 42, 294, 2058

7 x the previous number

300

Make a graph for

 8, 12, 16, 20$… over 4 days


400

Discrete data


Data arranged in a graph cannot have a line drawn through it. Ex. Bread and money - You can’t buy half of a piece of bread.


400

Continous data


Data arranged in a graph that you are able to draw a line through it. Ex. Time and Money($ not c) - You can have half a dollar, you can  have  a time between 2pm and 3pm


400

16,23,30,37...

7 times the term number, then add 9

400

15, 21, 24, 30…

Add the sum of the previous numbers digits

400


Write an expresion for:

1, 4, 9, 16…


n2

500

A functional relationship

A pattern based on the term #

500

A recursive relationship

A pattern that uses the previous term value to create the pattern

500

145, 84, 23, -38...


(-61) times the term number, then add 206


500

1, 7, 43, 258

Multiply the previous number by 6, then add 1


500

What is the pattern rule for this

-45, -540, -6480, -77760...

Multiply 12 each time. 

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