Which one doesn’t belong!
This website is for students in Ms. Bearse’s classes at K.C.V.I. for 2017-2018. Please click on your course to get more specific information.
There is a calendar for each class that will show test dates and homework assigned. Photos of our activities will be posted below.
Daily Schedule
Period A: grade 11 college math (room 208)
Period B: grade 10 academic French Immersion math (room 208)
Lunch
Period C:
Period D: grade 9 academic French Immersion math (room 208)
If you’re having difficulties with concepts that we’re learning in class please let me know.
Here are some learning skills rubrics for self evaluation
There is help available at school on Wednesdays in the library after school from the HYPE tutors from Queen’s. There are also volunteer and paid tutors available.
What questions can we ask.
Today we had 3 red cups and 2 white cups on each table. The goal was to ask questions. We came up with long lists of questions that we could answer, or questions that we were wondering about.
Some of us focussed on comparing the two cups, some calculated volumes and others calculated surface areas.
Some of us played the cup game and then we got down to business….
Some of us stacked the cups, and figured out how many cups we need to make a stack as tall as the tallest group member.
We finally worked on the big intense challenge: if white cups stack from the desk, and red cups stack from the floor, is there a magic number of cups that would create equal towers?
How tall is the school?
We used clinometers to determine the angle of elevation and calculate the height of the school.
Some of us used a level app instead.
Everyone needed to measure the distance to the school as well.
We also used shadows and similar triangles to determine the height of people and other tall items . We compared the shadow length of a meter stick to our shadows.
Investigations
Trigonometry Tables
We are working on trigonometry, and have explored right angle triangles with a 30 degree angle. We noticed that the sides of the triangles have consistent ratios.
Some of you asked if triangles that have angles other than 30 degrees have similar proportions. Here’s a table of all of the ratios. Don’t worry, you don’t have to memorize any of this.
trig tables (.pdf)
Here’s your homework question. Try it using the tables and also try it with your calculator. Remember to put your calculator into degree mode.
OAME Math Conference
In case you were wondering where I have been the past two days, I have been at a provincial math conference at St. Lawrence college. We’ve been in session, doing math and hearing lots of math teachers and math experts telling us some new strategies. We did some patterning, just like we’ve been doing in class.
I got to hear some pretty inspiring speakers, who write blogs full of good ideas.
Ms. Farahani is here too. Here she is, meeting a math celebrity, Dan Meyer.

He caused a lot of excitement before he spoke at the Grand Theatre. There was a line to take selfies with him.

Here’s his info, if you want to see his math ideas

Marian Small told us all about how we can increase reasoning skills in our lessons.

And Gail Vaz-Oxlade, the host of ” ‘Til Debt Does Us Part” talked to us all about financial literacy.

The math continued on Saturday morning…..bring on the Alge-Tiles!
How steep are those stairs?
We went around Queen’s campus and measured some stairs. These ones were on an old building, the Victoria school building main stairs.


We measured rise and run, and walked up the stairs to look down to see if it seemed steep.

We also looked at the stairs at Tindall field.

We measured the big stairs and also the small stairs, and compared the slopes.

Turns out that the steps are in proportion with each other. 3 little steps for each big step. They have the same slope! Look at those rulers.


We had fun, and enjoyed the spring weather, and now have a good idea of what slope, rise and run mean.
Last minute studying
Pattern Circuit
Our homework last night was to come up with figure 1,2,3 of a pattern.
We set up the room with a pattern per desk, and then we rotated around the stations determining the pattern rule: what the change is between figures, what stays the same each time, what figure 4 would be, what figure 0 would be, and whether it is linear or not.



We are working on expessing our understanding in so many ways.























