Tag Archives: Math

SLCs the Sixth: TPOLs

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The end of June marks the end of another era in PLP, Grade 10. This was a remarkable year, with ups and downs, triumphs and tribulations, but we made it to the other side, mostly unscathed. So, let us reflect on what we have done, and look forward to our next great adventure.

Of your work completed this year, what are you most proud of? Why?

The project that I am probably most proud of is the WW2 podcast. I had a lot of fun with this project, which makes everything 100x better. This was one of the first podcasts we had done, so it was opening a new chapter for us. This year I’ve had a lot of fun doing podcasts, and this one was no different. The experience of going and meeting with these people was really cool, because instead of just learning about something in a textbook, we got to meet people with first hand experience. I also learned a lot when I talked to Abigail Foulds and my Grandpa, Frank Ward. I am proud of the work I have done for this project.

What piece of work done this year would you share with a class visitor? Why?

A project that I would want to show to a visitor is definitely the generator project. Not necessarily the video that went along with it, but the generator itself. In science, and especially in this project, I fell as though the product is the bigger thing, and the video secondary. This doesn’t really make sense in practical terms, since we are mostly graded on the videos, but I’m usually pro under of what we have actually created. In this project, we took a current issue, and created a project that has actual meaning in the real world. This is why I wanted to do PLP in the first place, and that’s what I would want to show visitors.

How do these projects connect to the adult world outside the classroom?

Math is kind of a constant. Sometimes it can be hard to relate math concepts to the real world. This project did a really good job of that, though. For this project, we were looking at real data that scientists and governments had collected, and we had to graph it. Taking these arbitrary numbers, and creating graphs was cool, but to actually see the impact that this could have was even cooler. Emily and I checked the levels where the water rise would start to impact us, and added this to the graphs. It really puts into perspective what is happening in our world, and brings it to us.

What problems did you encounter? How did you solves them?

Finally, we have Destination Imagination. Every year,  talk about Destination Imagination, and how I am working to be a better teammate, but his year I actually did it. Within our group, we had some pretty strong personalities, and with that, some disagreements. There was one pretty bad disagreement, and instead of getting mad or whatever, I took the time to talk to both sides of the argument, and helped them sort it out. It was sometimes frustrating, but in the end it worked out. I’m really proud of how I handled it, and am looking forward to continuing my learning!

Honestly, who knows?

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We have just finished a math project. The project lasted two weeks, on week on lessons, and one week of project time. I missed the entire first week, because I was at Outdoor School. So I really had to draw upon one curricular competency;

Think creatively and with curiosity and wonder when exploring problems.

I had a problem, obviously. I didn’t know what I was supposed to do. Luckily, it was a parter project, so it wasn’t all up to me to figure out how to do everything on my own and do an entire project. Once we had the structure of the project, I devoted myself to trying to figure out what the heck was going on.

I used Khan Academy, my saviour for anything math or science. I had the project outline, and I knew what I was supposed to know. So I learned, listened, practiced, and figured it out all on my own. After that, the project made a lot more sense to me!

 

BUILD YOUR WALL

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In Scimathics throughout the month of December, and a little bit of January, we’ve been looking at expanding and factoring algebra. To do this, we’ve used algebra tiles, which are shapes that represent the equations. For example, (x + 3)(3x + 2) would translate to 

After learning about all this, we had to create a game. This game would use algebra tiles to expand and factor different algebraic equations. We created Tower Ball. The goal of the game is to protect your tower from your opponent. We made a video explaining the rules. 

I learned a lot from this video. But instead of doing my usual reflection, we’ve been asked by our teacher to choose different curricular competencies that we worked on during this project and explain how we used them. So that’s exactly what I’m doing!

Connect mathematical concepts with each other, other areas, and personal interests.

For this project, and most projects, it makes it more interesting when you add your personal interests. When you do this, it pushes you to do better. For this project, I made the game have a medival theme. The tower is based off of a tower that I used to drive past often. I feel as though this theme really added to the game, and made it more fun to play!

Think creatively and with curiosity and wonder when exploring problems.

When given the task of creating a game that uses algebra tiles to expand and factor algebraic equations, a lot of us had to really think of what to do. It was hard to come up with an idea, let alone one that would be fun. Me and my partner Tamara looked down several pathways, trying to find a viable idea. Then finally, after many ideas, we came up with tower ball. It would be fun, as including not only math, but also construction and destruction. What more could you want?

Visualize to explore and illustrate mathematical concepts and relationships.

Algebra tiles played a huge part in this project, and their main purpose is to help people visualize algebraic equations, in an actual, physical form. Using the algebra tiles while learning about these concepts was hugely beneficial. When I had these physical things, it really helped me fully comprehend what we were learning. In the video, I think we demonstrate this well. We show how a number, the values on the cards, can be used to solve these equations.

Represent mathematical ideas in concrete, pictorial, and symbolic forms.

Again, this was mostly shown by the algebra tiles. These small pieces of plastic, or in the case of our video, abstract shapes, give physical form to mythical numbers. It demonstrates the intricacies of algebra, while being simple enough that a 5 year old could use them. The tiles show how the math works as well. You can see what’s multiplied together, and come to understand this complicated medium.

SohCahToa, the Tropical Trig Island

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Hello Australians! Ha, reference to our video. Anyways. So, for our first blog post for Scimathics this year, ima talk about something really complecated. Triginometry. Yay.

For the past month, ish, we’ve been learning about the math for, well, triangles. Triangle math. Tri, three, angle, angle. It’s all about the angles. Using triginometry, you can find out all the side lengths and angles of a triangle (as long as you have two points of data previously). Sine, Cosine and Tangent.

For this project, we had to create a video where we explained how solar panels are used and how you can use triginometry to find the optimal angle.