omg i have to go ask for a mail key bc i never got one and i feel a little embarrassed about it because i moved in like 3 weeks ago and im just now asking. sorry this feels very gen z of me but i don't check the mail like ever. unless im expecting something.
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right now i'm reading a book called geometry of grief and one theme throughout the book (or at least the first few chapters i've read) is how learning/understanding math can shape one's worldview. and what struck me was that i didn't really have those "aha" perspective shifting moments in a math class until maybe precalculus. and i think that was only because i had an extraordinary teacher and was exceptionally strong in math.
i often think about my algebra 1 students, many of whom are still struggling with foundational skills from elementary/middle school. how can i engage them? how can i keep them from falling behind when the content i'm teaching builds on material that they're already struggling with? and unfortunately a lot of the time the answer is i can't. not fully. not in the way i want to. because i have to teach state standards. fucking slope intercept form whatever. like these kids will absolutely engage if you give them something to think about. a way to relate it to their world. an entry point.
Why playing with algebraic and calculus concepts—rather than doing arithmetic drills—may be a better way to introduce children t
The familiar, hierarchical sequence of math instruction starts with counting, followed by addition and subtraction, then multiplication and division. The computational set expands to include bigger and bigger numbers, and at some point, fractions enter the picture, too. Then in early adolescence, students are introduced to patterns of numbers and letters, in the entirely new subject of algebra. A minority of students then wend their way through geometry, trigonometry and, finally, calculus, which is considered the pinnacle of high-school-level math.
But this progression actually “has nothing to do with how people think, how children grow and learn, or how mathematics is built,” says pioneering math educator and curriculum designer Maria Droujkova. She echoes a number of voices from around the world that want to revolutionize the way math is taught, bringing it more in line with these principles.
The current sequence is merely an entrenched historical accident that strips much of the fun out of what she describes as the “playful universe” of mathematics, with its more than 60 top-level disciplines, and its manifestations in everything from weaving to building, nature, music and art. Worse, the standard curriculum starts with arithmetic, which Droujkova says is much harder for young children than playful activities based on supposedly more advanced fields of mathematics.
“Calculations kids are forced to do are often so developmentally inappropriate, the experience amounts to torture,” she says. They also miss the essential point—that mathematics is fundamentally about patterns and structures, rather than “little manipulations of numbers,” as she puts it. It’s akin to budding filmmakers learning first about costumes, lighting and other technical aspects, rather than about crafting meaningful stories.
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moving always leaves me covered in injuries lol... i bruised my ribs yeowch. also the fire department bashed in my front door because there was a fire in my building while i was out. so im having a week
the handle of the jug being hollow so that some milk gets in it is genius because its a spot where they can just chill and not have to worry about fake social rituals and small talk
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