Can Drive

Traditionally at this time of year, our school participates in an annual Can Drive. We are collecting can goods for those who are in need in the communities of Lakeshore. Our class goal is 252 cans! We have 40 and need 210 more.

What does our Brain do when it's Thinking?

We use reading strategies to help us understand what we are reading. Recently, we have discovered that these strategies help us when we are thinking and we use them during math problem solving, science, social studies . . . during everything. In 3ES, we call them our thinking strategies.

Making Predictions - We think about:
-what might happen next
-what I want to find out
-what will happen to the characters
-how will the problem be solved
-how will a story end
-new ideas and how they make me reconsider what I think

Make Connections - We think about:
-how a text or math problem relates to another text or problem that we have read or solved before
-how a text or math problem relates to another text or problem that we has occurred in the world
-how a text or math problem relates to something in our own life experience

We Visualize
-we can think about the author's words and make a picture or a movie in our mind
-we can see the problem in our mind and develop a strategy to help us solve it

We Question - We think about:
-What is the purpose? - Is it to Entertain, Persuade, Inform?
-What does this mean to me?
-What do I already know?
-Does this make sense?
-What information is missing?
-We use the 5Ws - Who? What? Where? When? Why?

Math Link for Home

http://www.onlinemathlearning.com/ This is a link we have been using in the classroom to help us during math. Here you can find games, videos, and songs that are related to our math learning.

Geometry Learning Goals

Pictured are a couple of examples of how we can sort figures using Venn Diagrams. We have been using geoboards to learn about the attributes of polygons and non-polygons and matching congruent shapes. 

This month we continue to explore the big ideas of geometry which include:

-figures and solids can be described, compared, and sorted according to their attributes (length of sides, parallel sides, angles, number of vertices)

-two figures (2D) or two solids (3D) are congruent if they have the same size and shape.

-solids have faces that are figures. The shape of the base tells the name of the solid

-a model of a solid can be built with a net