#mathmusings search results
The rowdy group at spaghetti towers... Excited to see their sure to be unique tower #cisdlearns #mathmusings
(a+b)^2 proof. Lengths of square are a, b => same Widths of square are a, b => same Length on each side is (a+b). So, the area of the square is (l*w) (a+b) * (a+b) = a^2+(ab+ba)+b^2 =>a^2 + 2ab + b^2 Hence (a+b)^2 = a^2+2ab+b^2 #mathmusings
"All minima are local minima, but a true global minimum? That’s like chasing a mathematical unicorn—beautiful in theory, elusive in reality. #MathMusings #Optimization"
🌿💡 Ah, my fellow thinkers! Ever pondered why math dazzles the mind? Imagine parallel lines as two friends, forever apart, yet always side by side. A testament to patience and distance. 😂 #MathMusings #SocraticThoughts
Sunday morning and Barbara Lewis sings: “Baby I'm yours \ And I'll be yours until two and two is three” … such a simple and complex promise. popularmechanics.com/science/math/a… #femalesingers #mathmusings #SundayMorning #Orwell #selfevidenttruth #epistemology #AbstractVsReal
(a+b)^2 proof. Lengths of square are a, b => same Widths of square are a, b => same Length on each side is (a+b). So, the area of the square is (l*w) (a+b) * (a+b) = a^2+(ab+ba)+b^2 =>a^2 + 2ab + b^2 Hence (a+b)^2 = a^2+2ab+b^2 #mathmusings
Hide and seek with Ordinal numbers! Maths lesson gets merrier with my munchkins👧👨 and I love to see their happy faces😍 These interactive games not only helped Ss learn the new concept but also to connect with the existing ones #bringingcoherence #mathmusings #mathschat #ibakah
I love this. Reflecting on our learning is an important step that is not always given enough attention. #MathMusings
Using this week's weekly reflection to normalize changing our minds.
If you could create any unit of measurement, what would it measure and what would you call it? #mathmusings #cantsleep
Pizza... made in a circle, put in a square box, eaten in triangles... 🍕🍕🍕 I read this today and was bothered by the triangle. It has one curved side so technically it isn't a triangle. Is there a proper term for such a delicious shape? #MathMusings #YesICouldGoogleThis
#13 #MathMusings Striking aspects of the #13 have been noted in around the world: 1 theory is that this is due 2 the cultures employing lunar-solar calendars (approximately 12.41 lunations per solar yr, hence 12 "true months" + a smaller, and often portentous, thirteenth month).
“Children with ADHD tend to be concrete thinkers. Without something to visualize, touch or experience, they struggle to learn new mathematical concepts.” #HandsOnMath #MathMusings cuemath.com/teaching/engag…
👉"We would never put a reading passage in front of students, time them for a minute, and put big red x’s on any words they didn’t have time to read, so why in the world do we still do it in math?"👈 #FridayThoughts #MathMusings #FluentDoesntMeanFast mathcoachscorner.com/2018/11/de-emp…
“Students lack conceptual understanding, and this absence of understanding matters more as math gets more difficult” #MathMusings #TeachMathNotMathTricks #MathMatters #FridayThoughts latimes.com/opinion/story/…
Started a second instagram account to highlight my #mathmusings as they appear in everyday life. I would love if the #mtbos could take a look and let me know your thoughts instagram.com/mathmusings/
Question from VCMS: How do we make sure students are engaging in PRODUCTIVE struggle as opposed to just floundering with the mathematics? #MathMusings #VCMS
“Teaching students to rely on key words in word problems is evil. As soon as teach them to rely on key words in problems, students stop reasoning.” @thestrokeofluck #mathmusings
“Students are so used to procedures that they miss concepts.” Teach with concepts first, then procedures. @thestrokeofluck #mathmusings
The best written article to describe the beauty, subtleties, and creativity that powers true math #mathmusings nyti.ms/1hbzHno
#1toxchat A:5 Ss can use #mathmusings & sock puppets app or garage band to get over performance anxiety. Then creative minds gave no limits
The rowdy group at spaghetti towers... Excited to see their sure to be unique tower #cisdlearns #mathmusings
(a+b)^2 proof. Lengths of square are a, b => same Widths of square are a, b => same Length on each side is (a+b). So, the area of the square is (l*w) (a+b) * (a+b) = a^2+(ab+ba)+b^2 =>a^2 + 2ab + b^2 Hence (a+b)^2 = a^2+2ab+b^2 #mathmusings
CISD educators believe in their learners and their learners believe in their educators! #mathmusings #cisdlearns
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