David Wees

David Wees

@davidwees.bsky.social

Father. Canadian. Math Curriculum Designer, Educational Consultant. Love science. Geek, Feminist, Humanist, Antiracist, Bisexual 🏳️‍🌈 He/Him I have profiles everywhere: @davidwees. Blog: https://davidwees.com/

534 followers378 following166 posts

Who would like to participate in a webinar to learn more about this? #mathchat #mathed #edchat

David Wees@davidwees.bsky.social

I’ve made some progress on my curriculum project! I have a post outlining the work I have completed so far, and what remains to be done. davidwees.com/content/deve... Please share this, so we can find people who might have time to get involved in some way. Thank you! #mathed #mathchat #edchat

The tl;dr: Not surprisingly, the two AI models I tested are not yet as good as middle school students in seeing and making use of visual structure. #mathchat #mathed #edchat #genAI (3/3)

I’m putting out my shingle again as a math education consultant! I’m particularly interested in leveraging my experience as a curriculum designer and designer of professional development to support schools and school districts with their math curriculum.

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5. Your implementation is good, but what do the results look like? I have deep experience working with data analysis of student performance data to check for gaps in curriculum and instruction. 📈

I’m putting out my shingle again as a math education consultant! I’m particularly interested in leveraging my experience as a curriculum designer and designer of professional development to support schools and school districts with their math curriculum.

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3. You’ve got well-organized curriculum. Congratulations! Now, how high-quality is that curriculum? What opportunities for advancing student learning might you be missing? I can audit existing curriculum to ensure that your school is maximizing their instructional time with students. 🎯

4. You have written curricular resources, but what do they look like when teachers use them? My experience with professional development and curriculum design will help ensure that great curriculum works for teachers and students. 💡

I’m putting out my shingle again as a math education consultant! I’m particularly interested in leveraging my experience as a curriculum designer and designer of professional development to support schools and school districts with their math curriculum.

Reading "The Art of Coaching" by Jenny Bird & Sarah Gornall, and am struck by this observation: "Be alert for third-party coaching; remind the client the only person they can change is themselves."

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Reading "The Art of Coaching" by Jenny Bird & Sarah Gornall, and am struck by this observation: "Be alert for third-party coaching; remind the client the only person they can change is themselves."

What Bird & Gornall mean by this is that when coaching someone, if they bring up someone else, we have to remind ourselves that we can only focus on our actions, and not those of absent third-parties.

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With these updates, the results are below. Parameters: N = 15,461,292, p = 0.261, k = 12 -------------------------------------------------- Exact Probability (Matrix Exp): 0.68074470 Poisson Approximation: 0.68074461

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This issue points to a common misconception in probability. The probability of rare events goes way up when we include all of the events, not just the string that led to the rare event. (9/9)

There have actually been 15,461,292 at bats all time in baseball. Also, the average for all players overall is more like 0.261 instead of 0.2. Turns out these both make a difference!

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5% means that we don’t really expect to have seen such a streak, it’s also not completely impossible to have occurred. It’s much different than the 1 in 244.1 million being reported though! (7/9)

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Parameters: N = 15,000,000, p = 0.2, k = 12 -------------------------------------------------- Exact Probability (Matrix Exp): 0.04796356 Poisson Approximation: 0.04796359 Both agree within many decimal places. That means the probability is in the order of about 5%. (6/9)

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If we make the assumption that every at bat had a 0.2 chance of being a hit (which is also an error, but probably will result in a lower estimate than the true answer), then the probability of a streak is much higher. (4/9)

While their calculation of the probability of 12 hits in a row is correct, they are forgetting that this event occurred with a whole lot of other at bats. Instead of “what is the probability of this streak”, we should calculate “the probability of this streak” given all at bats in baseball. (2/9)

I heard this exact answer while observing a class, and was stumped on why they might think this. I assume that this mistake is not random, it is the result of some hard thinking by the child.