
5.23 Time Travel
Presentation
•
Mathematics
•
7th Grade
•
Practice Problem
•
Hard
Ayo Holden-Canzoneri
Used 1+ times
FREE Resource
3 Slides • 7 Questions
1
Here's the connection between speed and direction:
Positive Numbers = Movement to the Right
Negative Numbers = Movement to the Left
Left or Right?
If Tam the turtle moves at a speed of -2 feet per minute for 3 minutes, where will she end up?
Tam the Turtle
2
Multiple Choice
If Tam the turtle moves at a speed of - 4 feet per minute for 3 minutes, where will she end up?
-7 feet
-12 feet
12 feet
8 feet
3
Multiple Choice
If Tam the turtle moves at a speed of 2 feet per minute for 5 minutes, where will she end up?
-7 feet
5 feet
7 feet
10 feet
4
Multiple Choice
If Tam the turtle moves at a speed of - 4 feet per minute for 5 minutes, where will she end up?
-20 feet
-9 feet
25 feet
-16 feet
5
To calculate distance traveled, we use this formula:
In Review
If Tam the turtle moves at a speed of 5 feet per minute for 6 minutes, where will she end up?
Tam the Turtle
6
What if the turtle started at 10 feet, then moved at a speed of -3 feet per minute for 2 minutes
How far did the turtle travel?
Where did the turtle end up?
Starting from Where?
7
Multiple Choice
Tam started at 1 foot, then traveled at a speed of 3 feet per minute for 2 minutes. Where did Tam end up?
3 feet
7 feet
6 feet
5 feet
8
Multiple Choice
Tam started at - 4 feet, then traveled at a speed of 2 feet per minute for 5 minutes. Where did she end up?
-8 feet
8 feet
-10 feet
6 feet
9
Math Response
Tam started at 6 feet, then travelled at a speed of -4 feet per minute for 3 minutes. What is her final location, in feet?
10
Math Response
Tam started at -1 foot, then travelled at a speed of 6 feet per minute for 4 minutes. What is her final location, in feet?
Here's the connection between speed and direction:
Positive Numbers = Movement to the Right
Negative Numbers = Movement to the Left
Left or Right?
If Tam the turtle moves at a speed of -2 feet per minute for 3 minutes, where will she end up?
Tam the Turtle
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