Pythagorus
Today we talked about triangles, and about how to prove if a triangle is a right angle triangle or not.
We can use the pythagorean theorem also to calculate the length of a missing side of a right angle triangle. The sum of the squares of the legs (perpendicular sides) of the triangle is equal to the square of the hypotenuse (the longest side).
A new song
Grade 9s learned a new song today to remember how to calculate the area of a trapezoid. It’s to the tune of “Frère Jacques”
L’aire d’un trapèze, l’aire d’un trapèze
Base plus base, base plus base
Divisée par deux, divisée par deux
Fois hauteur, fois hauteur
We sang it loud and in a round. We look forward to singing it with our math buddies in grade 7 in March.
Grade 9s meet Emma Jane
Correlations
Meeting Emma Jane and Jackson
Using math to solve a crime!
We are being forensic scientists today, and using math to solve a crime. An ulna was found, and we are using a scatter plot of ulna length to height to predict the height of the victim. We are also using our own data to create a scatter plot of foot length to height to determine an approximate height of a suspect based on the size of a footprint.
Multiple solutions
We were looking at how to prove a point (3,5) is the intersection of two given lines y=x+2 and y=-2x+11.
Some solved the system by substitution
Some substituted x and calculated y for each line
Some made tables of values for the lines and checked if (3,5) was on both lines
Some substituted x and y and verified that the two sides remained equal
Some solved by graphing
It’s pretty awesome to have so many ways to approach a question! Many thanks to those who explained their work today.
Grade 10 review
Grade 10s, you are working hard to review all of the grade 9 course work. Here are some resources for you to look at (en français of course)
Using Desmos
We had a look at an interesting app/website that can help us with graphing scatter plots and also equations. It’s free, and pretty easy to use. Download it and give it a try!
The great left handed cheerio stacking race
We are stacking cheerios today!
We are comparing the stacking rates
And making graphs
Here are the worksheets we used: grade 9 and grade 10
After we determined who stacked cheerios the fastest and the slowest, we set up a head to head competition, and we levelled the playing field, giving the slower person a head start (we calculated how many cheerios they’d need to have as a head start–initial value).













