Toggle Navigation
Games
Blog
News
Class PIN
Join for Free
Sign in
Toggle Navigation
Games
PIN
Join for Free
Blog
Pricing
News
Contact us
Help center
Sign in
Game Preview
CCA Lesson 2.1.1 - 2.1.2
Game Code: 1431124
English
16
Public
Growth in Linear Relationships
Play
Study
Slideshow
Share
Shawm
54
Share CCA Lesson 2.1.1 - 2.1.2
Class PIN
Use Class PIN to share Baamboozle+ games with your students.
Upgrade
Google Classroom
Facebook
Twitter
Save to Folder
How is the pattern growing?
Adding 3
5
How many tiles are in Figure 0?
Zero Tiles
10
How many tiles are in Figure 5?
11 tiles
20
Write an equation for the pattern.
y = x + 1
15
The growth of a tile pattern is represented by the equation y = 2x +3. How many tiles is the pattern growing?
Add 2
10
The growth of a tile pattern is represented by the equation y = 7x +11 What is the starting value?
7
5
Where do you look in the table to see the growth?
The repeated addition.
15
Where do you look in the table to see the starting value?
Figure 0
10
Where do you look in the equation to see the growth?
The multiplier (coefficent) of x
10
Where do you look in the equation to see the starting value?
The constant that is added.
10
How many tiles is the pattern growing?
Adding 4
10
What is the starting value?
7
3
1
10
What is the starting value?
3
10
How many tiles is the pattern growing?
Multiply 2
Subtract 2
Goes by 2
Adding 2
10
Write an equation for the number of tiles in this pattern.
y=5x+2
y=3x+2
y=2x+3
y=2x+1
10
Write an equation for the number of tiles in this pattern.
y=4x+3
10
Play for Free
Baamboozle+
NEW!
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
Baamboozle+
More
How to Play
Make some teams
Take turns choosing questions
Say the answer then hit the
Check
button
Click
Okay
if the team is correct or
Oops
if not
Teams
Sign in to choose
1
2
3
4
5
6
7
8
Grid Size
Sign in to choose
8
16
Quiz
Sign in to choose
Classic
Questions and Power-Ups
Classic Jr
Sign in to choose
×
Sign up for a trial to unlock features.
Get Started
Your experience on this site will be improved by allowing cookies.
Allow cookies