The first thing we had to do was draw as many rectangles as we could with the areas of 10, 16 and 36 on graph paper. To get the areas, you have to multiply the width by the height.
16:
The second thing we did was copy down definitions for factors and perfect squares.
Factors:
-any two or more numbers that are multiplied to make a product
Examples:
18:
1*18
2*9
3*6
25:
5*5
9:
3*3
The 25 and 9 have one thing in common with the factors. Their factors are
multiplied by themselves. example 16: 4*4
Perfect Squares:
-a square that has the same whole number for all sides
Example:
The last thing we did was make charts on factors, exponents and areas from 1*1 to 30*30. The 2 on the exponents means squared or the number is multiplied by itself one time.
example:
Here are the charts:
Homework:
Answer the following question:
Which one of these numbers are a perfect square?
6, 8, 9 or 10. Justify your answers.
Prove using pictures, words and numbers.
Explain why or why not the number is a perfect square.
Answer: The number that is a perfect square is 9. This is because the only factors of 9 are 3*3.
Here are links to help you:
http://www.mathsisfun.com/square-root.html
http://www.math.com/school/subject1/lessons/S1U1L9DP.html
I choose.... Julie Rose to be the next scribe.
9 comments:
AWESOME Scribe Michelle! =D.
You continued to edit this and make it better. Great Scribe post and welcome to the Hall of Fame.
Mr. Harbeck
o0o0 hall of fame. ahah good job!
awesome post (:
This is very interesting. thanks for that. we need more sites like this. i commend you on your great content and excellent topic choices.
how to rent to own a home
This web page can be a walk-through for all of the information you wanted about this and didn’t know who ought to. Glimpse here, and you’ll certainly discover it. Buy Real YouTube Views cheap
First I appreciate your work very much. I read your post and the post provides great information. You are doing very well by sharing such content with us. buy Instagram followers
Thank You. buy YouTube Views
Post a Comment