So it does not have an Euler Path. 7) Sierpinksi triangle: a fractal design that continues forever. Password *. Bridges also incorporates a collection of free virtual manipulatives. 22) The Folium of Descartes. 3) Projectile motion: Studying the motion of projectiles like cannon balls is an essential part of the mathematics of war. 9) Does finger length predict mathematical ability? I can look at the results and know my students really do understand multiplication. Comprehensive support includes background articles, blog postings, and access to curriculum specialists. Check out a webinar or contact us to arrange for a full evaluation of our curriculum. town They help all children understand the math concepts— students who might otherwise struggle with the content, and those ready for the challenge of generalizing the math concepts to larger numbers and different situations. 14) Egyptian fractions: Egyptian fractions can only have a numerator of 1 – which leads to some interesting patterns. A complementary K-5 program for daily skill practice and discourse of math concepts. Hide Ads About Ads. No one is ‘afraid’ of it anymore! during that time that he was given the "The Seven Bridges of Königsberg" question to solve that has become They are much more capable of exploring how they got an answer. Can we use a mixture of pure maths and computing to solve this problem? The third grade teacher who had my second grade students the following year couldn’t believe the vocabulary and conceptual development my kids had in math. I love watching students working with Bridges as they build knowledge, confidence, autonomy, and a sincere love for mathematics. The Bridges program has been rewarding not only for students, but also for teachers as I've observed them developing their own understandings about math. You can watch a short video on it here. Straight lines are not straight, parallel lines meet and angles in a triangle don’t add up to 180 degrees. 100% Upvoted. Bridges Intervention Open Enrollment Workshop, Using Share Codes with MLC Apps in a Remote Setting. "I came away feeling so much more confident in the curriculum and ready to share what I learned with colleagues who will be new to Bridges next year!". A post which looks at the maths behind this particularly troublesome series. A 60 page pdf guide full of advice to help with modelling and statistics explorations – focusing in on non-calculator methods in order to show good understanding. They work face-to-face with your classroom teachers, walking through unpacking of the curriculum components and exploring math practices in the contexts of the models and strategies. 4) Tesseract – a 4D cube: How we can use maths to imagine higher dimensions. She said they can think of more ways to solve problems and come up with math solutions rarely produced by first graders. Thanks. Exponential and trigonometric regression. For example, Mod 3 means the remainder when dividing by 3. It involves understanding the modulo operation. Can we prove that 1 + 2 + 3 + 4 …. Find out how! 14)The Poincare Conjecture and Grigori Perelman – Learn about the reclusive Russian mathematician who turned down $1 million for solving one of the world’s most difficult maths problems. I got pulled aside by one teacher who was so excited because the students in her class who had used Bridges the previous year were noticeably better math thinkers. The Number Corner Student Book presents opportunities for independent practice and engagement with the skills and concepts covered in the daily workouts. Extensive online support materials for your Bridges classroom. Also look at how the Championship compares to the Premier League. It is designed to support math coaches and instructional leaders working towards increasing student achievement and teacher content knowledge during a Bridges in Mathematics implementation. 25) Euler’s 9 Point Circle. 7) Fibonacci sequence and spirals in nature – There are lots of examples of the Fibonacci sequence in real life – from pine cones to petals to modelling populations and the stock market. Bridges draws upon decades of research into the best methods for teaching and learning math. This was puzzling; I mean, shouldn't your IA be a safety net? The planets follow a surprising pattern when measuring their distances. Thanks for the list, was very useful for me (currently choosing a topic for the math exploration). 41) Arithmetic number puzzle – It could be interesting to do an exploration where you solve number problems – like this one. Fermat’s Last Theorem is one of the most famous such equations. You can set your address, phone number, email and site description in the settings tab.Link to read me page with more information. 10) Modelling epidemics/spread of a virus. 32) RSA code – the most important code in the world? Model your data using a normal distribution. Cesaro Summation: Does 1 – 1 + 1 – 1 … = 1/2? Algebra and number . 2) How to Design a Parachute – looking at the physics behind parachute design to ensure a safe landing! Bridges has been so effective. 9) Modeling with springs and weights. Euler spent much Support & Follow-up workshops are scheduled and tailored to address your specific needs. Hide Ads About Ads. 4) Bluffing in Poker: How probability and game theory can be used to explore the the best strategies for bluffing in poker. Change ). 18) Hyperbolic geometry – how we can map the infinite hyperbolic plane onto the unit circle, and how this inspired the art of Escher. How many people need to be in a room for it to be at least 50% likely that two people will share the same birthday? Custom game pieces and carefully selected manipulatives promote student engagement. Königsberg was situated close to the mouth of the river and had seven Change ), You are commenting using your Twitter account. Think about it: You can literally leave a blank word document open for days and justify to yourself that you're doing more important stuff. How all our digital communications are kept safe through the properties of primes. Change ), You are commenting using your Facebook account. An elementary intervention program using visual models to promote student thinking and accelerate learning. A path leads 6) Bullet projectile motion experiment – using Tracker software to model the motion of a bullet. Bridges serve one basic purpose that of connecting two points that are otherwise disconnected and difficult to access. Built from the ground up to fully address Common Core State Standards, the second edition remains anchored in an inquiry-based approach to math education for preschool through fifth grade. 3) Gambler’s fallacy: A good chance to investigate misconceptions in probability and probabilities in gambling. One student wanted to cancel spring break so we could keep doing math. Student books include instructions, worksheets, and record sheets for independent practice, and homework. 20) The Coastline Paradox – how we can measure the lengths of coastlines, and uses the idea of fractals to arrive at fractional dimensions. Posted by 5 years ago. Listen to the sounds that different sine waves make. Choose your own pattern investigation for the exploration. 10) Codes and ciphers: ISBN codes and credit card codes are just some examples of how codes are essential to modern life. Bridges promotes a deeper level of understanding and encourages higher order thinking. 300 IB Maths Exploration ideas, video tutorials and Exploration Guides, September 3, 2013 in IB Maths, Real life maths, ToK maths | Tags: british international school phuket, internal investigation, maths exploration, maths IA. Surprisingly maths can help! Unleash your inner spy! The annual Leadership Institute offers lead teachers, coaches, and curriculum specialists the tools for developing and sustaining a successful implementation of Bridges in Mathematics, Number Corner, and Bridges Intervention. The town of Königsberg straddles the Pregel River. You have better things to do, and if it's consuming your weekends, you're doing something wrong. Algebra, Calculus etc) and each area then has a number of graded questions. 36) Predicting the UK election using linear regression. I have never before had the level of success that I have experienced using Bridges as reflected in both exceptional test scores as well as the growth I witnessed on a daily basis.

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