Wednesday, November 4, 2009

Geometry Definitions

Hi Grade 5s,

For homework tonight, you had to find the definitions for the following geometry terms:


  • equilateral triangle
  • isosceles triangle
  • scalene triangle
  • pentagon
  • hexagon
  • octagon
  • parallelogram
  • trapezoid

 
You can post your definitions straight to the blog as a comment, if you like. Just remember to include your name.

 
See you tomorrow!

-Ms. Lewis

 

Monday, November 2, 2009

Triangles, Triangles, Triangles!

Today, we began our geometry unit by looking at the 3 different kinds of triangles: equilateral, isosceles, and scalene.
Let's take a closer look at each:

Equilateral - We recognized that the word "equilateral" sounds a lot like "equal", which means the same. We are so smart that we figured out that an equilateral triangle is a triangle with all 3 sides the same length.




Isosceles (eye-saw-so-leez) - We learned that an isosceles triangle is one with two sides that are the same length.




Scalene (skay-leen) - We figured that if an equilateral had 3 sides of the same length, and an isosceles had 2 sides of the same length, then a scalene triangle must have 3 sides of different lengths.



We're so smart...
See you tomorrow!

Thursday, October 29, 2009

You Survived!

PHEW!




Grade 5s, your test is OVER!  Give yourselves a big pat on the back for the hard preparation work you did to get ready for our test.

I am so proud of how far you have come in this unit.  When we began whole numbers, most of you didn't know how to multiply with two-digit numbers or how to do long division.  Even though it was a challenge, you stuck with it.

Way to go!

I hope you have a great day tomorrow, and remember to be safe this weekend.

See you Monday!

-Ms. Lewis.

Monday, October 26, 2009

Whole Numbers Test

Happy Monday, Grade 5s!


 
Your Whole Numbers test will be this Thursday, October 29th. Today in class I gave you a study guide. Here's what it said:

 

 Make sure you know how to:
  • write numbers in standard form and expanded form (e.g., 860 437 is standard form, 800 000+60 000+400+30+7 is expanded form)
  • write the value of an underlined digit (e.g., 860 437=60 000)
  • write a series of numbers in order from greatest to least/least to greatest
  • find the sum of a 3-number, 4-digit addition problem (e.g., 4527+6589+4582)
  • find the difference of a 4-digit subtraction problem (e.g., 7412-4386)
  • write the related facts for sets of numbers (e.g., 8, 12, 96 = 8x12=96, 12x8=96, 96÷ 8=12, 96÷ 12=8)
  • find the product or quotient of multiplication and division problems, including multiples of 10 (e.g., 50x90=4500, because 5x9=45 plus two zeroes)
  • multiply using two-digit numbers
  • divide using long division

 
If you're not sure about any of these things, post your questions here, or ask Ms. Lewis in class before Thursday.

See you tomorrow!
 
-Ms. Lewis.

 

Wednesday, October 21, 2009

Long Division

Happy Wednesday!

We've been practising our long division skills for the past few days.  I can tell that each day, you're starting to get it a little bit more and more.  That's great!

Remember the steps:
  1. Divide
  2. Multiply
  3. Subtract
  4. Bring down
  5. Repeat steps 1-4.
Here's a website with a detailed explination:
http://argyll.epsb.ca/jreed/extras/longdiv/

Questions with tonight's homework?  Post them here!

-Ms. Lewis.

Friday, October 16, 2009

Super Multiplication Challenge!

Hi Grade 5s, and happy Friday!

As promised, here is your SUPER MULTIPLICATION CHALLENGE!!!!!!


65983 x 47324

We are still waiting for the right answer on this one.  First one to post it ON THE BLOG wins a prize.

Who will it be? 

Friday, October 9, 2009

Multiplying with Multiples of 10

TGIF, Grade 5s!

Today in class we looked at patterns formed when multiplying multiples of 10.  We know a number is a multiple of 10 when it ends with a 0.

We started the lesson by finding the products for the following questions:
25 x 10 = ?
25 x 100 = ?
25 x 1000 = ?

Then we used the knowledge we got from the pattern to figure out what 25 x 100,000 would be.

We figured out that the pattern was to add as many zeroes as we see in the problem.  For example, 25 x 10 contains 1 zero, so the answer is 250.  25 x 100 has 2 zeroes, so the answer is 2 500.  25 x 1000 has 3 zeroes, so the answer is 25 000, etc.

We realised we could do the same thing with basic facts and place-value patterns:

7 x 8 = 56
7 x 80 = 560
7 x 800 = 5600
7 x 8000 = 56 000

I hope you have a great Thanksgiving weekend with your families.  Remember: Tuesday is Picture Day.  Better start planning those outfits now!  Maybe something like this?



See you Tuesday!

-Ms. Lewis.