St. Peter
Our Patron Saint!
Monday, November 28, 2011
Monday, November 28, 2011
Name the item in your freezer or drink that you enjoy, but identify incorrectly on a daily basis.
Friday, November 25, 2011
Multiply Up to 20X20 In Your Head
In just FIVE minutes you should learn to quickly multiply up to 20x20 in your head. With this trick, you will be able to multiply any two numbers from 11 to 19 in your head quickly, without the use of a calculator.
Try this:
Post a Comment and let us know what you think of this trick!
Try this:
- Take 15 x 13 for an example.
- Always place the larger number of the two on top in your mind.
- Then draw the shape of Africa mentally so it covers the 15 and the 3 from the 13 below. Those covered numbers are all you need.
- First add 15 + 3 = 18
- Add a zero behind it (multiply by 10) to get 180.
- Multiply the covered lower 3 x the single digit above it the "5" (3x5= 15)
- Add 180 + 15 = 195.
Post a Comment and let us know what you think of this trick!
Thursday, November 24, 2011
Review for Test on Friday, November 25
Breakdown of the test;
1) Multiple Choice - Key Terms
2) Classifying Solids
3) Surface Area
4) Volume
1) Multiple Choice - Key Terms
2) Classifying Solids
3) Surface Area
4) Volume
Thursday, November 17, 2011
Thursday, November 17 - Problem of the Day
Click on the link below to check out the video on - Squaring Numbers Ending in 5
(You will need to scroll down to the video window.)
http://www.onlinemathlearning.com/mental-math-squaring-numbers.html
Once you have seen the video - use mental math to find out 75 squared...
Post your comments now!!!
(You will need to scroll down to the video window.)
http://www.onlinemathlearning.com/mental-math-squaring-numbers.html
Once you have seen the video - use mental math to find out 75 squared...
Post your comments now!!!
Monday, November 14, 2011
Monday, November 14, 2011
Geometry and Measurement
Instructions
You will use Geometer’s Sketchpad to complete the questions assigned for this section.
Before – you will need linking cubes. (there are some in the classroom)
1) Explore
Work with a partner – create the isometric dot paper on Geometer’s Sketchpad (just like we did in our last class)
2) Complete the Explore on page 84 with your partner. (once completed – print the pictures.)
During
3) Read over the Connect Section together – pay close attention to the diagonal line segments that make the object look 3D.
After
4) Complete page #86/87 - questions 3, 4 and 6.
Use Geometer’s sketchpad to create your drawings. – print your drawings when you are finished.
Friday, November 11, 2011
Problem of the Day - Friday, November 11, 2011
A cross section of a shape is in the form of a triangle. What could the shape be?
Wondering about the definition of a "cross-section"?
Cross Section
a. A section formed by a plane cutting through an object, usually at right angles to an axis.
Wondering about the definition of a "cross-section"?
Cross Section
a. A section formed by a plane cutting through an object, usually at right angles to an axis.
b. A piece so cut or a graphic representation of such a piece.
Monday, November 7, 2011
Calling all Math Bloggers!
Hi everyone,
This blog is intended to be used to record interesting facts or ideas about math that we find as we continue to study this year. We will also use this as a teaching and reference tool throughout the year.
You can submit a comment on a post or create a new post, which will be verified by your teachers before it is displayed on the blog. Please ensure that you put your first name at the end of the post, so that we know who it was written by.
So blog as much as you want and use this to share your math discoveries... because you never know... you may be the next FIBONACCI!
Ms. Vallve and Mr. Cordeiro
This blog is intended to be used to record interesting facts or ideas about math that we find as we continue to study this year. We will also use this as a teaching and reference tool throughout the year.
You can submit a comment on a post or create a new post, which will be verified by your teachers before it is displayed on the blog. Please ensure that you put your first name at the end of the post, so that we know who it was written by.
So blog as much as you want and use this to share your math discoveries... because you never know... you may be the next FIBONACCI!
Ms. Vallve and Mr. Cordeiro
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