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Matt Enlow

@unsolvedmre.bsky.social
1.5K followers 714 following 873 posts

Mathematician, math teacher, math enthusiast, math/art-ist. Universal humanizer.

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Matt Enlow @unsolvedmre.bsky.social · 07/10/2026
It doesn't make intuitive sense to me that local mins/maxes can't occur at endpoints of the domain. The function f(x)=x² restricted to [-1,2] ought to have local maxima @ x=-1 and x=2. How "flexible" is this def'n? How much harm would I be doing my students if I included endpoints as local extrema?
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Matt Enlow @unsolvedmre.bsky.social · 01/10/2026
www.edutopia.org/article/the-...
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Matt Enlow @unsolvedmre.bsky.social · 29/09/2026
We just got training last Friday on how to use the CNC machine in our MakerSpace. Now my head is spinning with ideas...
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Matt Enlow @unsolvedmre.bsky.social · 24/09/2026
My hilarious 15yo daughter, ladies and gentlemen
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Matt Enlow @unsolvedmre.bsky.social · 09/09/2026
Write a single equation in x and y, using only the 4 arithmetic operations and the absolute value function (finitely many times), whose graph is this square. #iTeachMath #math #maths #MathSky
A square, centered at the origin, with side length 2, and with sides parallel to the axes.
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Matt Enlow @unsolvedmre.bsky.social · 08/09/2026
🤨🤔🧐
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Matt Enlow @unsolvedmre.bsky.social · 28/07/2026
#iTeachMath
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Matt Enlow @unsolvedmre.bsky.social · 03/07/2026
In each diagram, the green area and blue area are equal
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Matt Enlow @unsolvedmre.bsky.social · 01/07/2026
My feelings about A.I. and math
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Matt Enlow @unsolvedmre.bsky.social · 30/06/2026
If just one other person gets this reference I'll be thrilled #GreatAmericanStateFair
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Matt Enlow @unsolvedmre.bsky.social · 27/05/2026
The integers from 1 to 18 can be arranged in a circle so that, when following the circle (counter-clockwise in the below example), every number is the sum of the previous two (mod 19). For what other mods can we do this? That is, for what other integers m can the integers 1 to m-1 be so arranged?
The numbers, starting at 1 and going counter-clockwise, are
1, 15, 16, 12, 9, 2, 11, 13, 5, 18, 4, 3, 7, 10, 17, 8, 6, 14
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Matt Enlow @unsolvedmre.bsky.social · 01/05/2026
A couple of Advanced Topics students reviewing for their test today #iTeachMath
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Matt Enlow @unsolvedmre.bsky.social · 30/04/2026
Another fun arithmetic sum challenge #iTeachMath #iTeachMaths #MathSky #MathsSky
The sum of a particular finite arithmetic sequence with common difference 3 is 3280. If you were to keep the first and last terms the same, but use a common difference of 4, the sum would be 2480. What would the sum be if the common difference were 5? (You may assume that all of these common differences "work" with the first and last terms of the sequence.)
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Matt Enlow @unsolvedmre.bsky.social · 29/04/2026
I always roll my eyes when an A.I. chatbot describes something as "fun," or reports being "curious" about something. Because... no. That's not what's happening. This was a new one on me, though. Why not just omit the "us"?
Q: When did the song "I'll Be There" by The Escape Club peak on the Billboard Hot 100?

A: It peaked at #8 on the Billboard Hot 100 on the chart dated June 8, 1991. On that week’s chart, the song climbed from #65 all the way to #57? Wait—Billboard’s archived weekly movement shows it was in its 25th week and marked with “Peak: 8,” indicating that June 8 was the issue on which it officially reached its highest Hot 100 position.

A couple of related chart tidbits:

It was The Escape Club’s last Hot 100 hit.
It finished #65 on Billboard’s 1991 year-end Hot 100.

And honestly, FOR A LOT OF US GEN X RADIO LISTENERS (my emphasis), this is one of those songs that felt even bigger than #8 because it was absolutely everywhere for a stretch in spring/early summer ’91.
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Matt Enlow @unsolvedmre.bsky.social · 27/04/2026
🎶 … by the moon and the stars in the sky… 🎵
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Matt Enlow @unsolvedmre.bsky.social · 25/04/2026
Text from the wife
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Matt Enlow @unsolvedmre.bsky.social · 15/04/2026
A parabola rolls along a flat surface. What path does its focus (the red point) trace? Another parabola? Or something else? #iTeachMath #math #maths #mathgif #mathgifs #mathsgif #mathsgifs
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Matt Enlow @unsolvedmre.bsky.social · 12/04/2026
An xy projection of the 3D Halverson attractor. I coded it in #Mathematica, then asked #ChatGPT to port it to html/js so it can run in a browser. That's what you're seeing here.
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Matt Enlow @unsolvedmre.bsky.social · 09/04/2026
Springtime in Algebra II Honors is fun-arithmetic-sequence-problems season... #iTeachMath #iTeachMaths #math #maths
Let $S_n$ denote the sum of the first $n$ terms of a particular arithmetic sequence.

If $S_{50}=200$ and $S_{200}=50$, for what value of $n$ does $S_n$ attain its maximum value?
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Matt Enlow @unsolvedmre.bsky.social · 07/04/2026
Four unit spheres, centered at (±1,±1,0)... and their convex hull. Each in a single line in #Desmos 3D. Can you do it? #iTeachMath #math #maths #geometry desmos.com/3d
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Matt Enlow @unsolvedmre.bsky.social · 30/03/2026
What fresh hell is this
NO FLOWS CREATED
Ready to create your first flow?
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Matt Enlow @unsolvedmre.bsky.social · 23/03/2026
Going to try to discover some log rules in Alg II Honors today #iTeachMath
Suppose $x=\log_2{30}$ and $y=\log_2{5}$. Which of the following can be written in terms of x and y? How? (Be prepared to explain your answers.)

$\log_2{6}$
$\log_2{10}$
$\log_2{15}$
$\log_2{20}$
$\log_2{25}$
$\log_2{35}$
$\log_2{125}$
$\log_2{150}$
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Matt Enlow @unsolvedmre.bsky.social · 22/03/2026
My kids introduced me to this and I will never forgive them for it
A jar of Biscoff Creamy Cookie Butter
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Matt Enlow @unsolvedmre.bsky.social · 21/03/2026
Kitchen hack: Use a poker chip set—heavy, but low center of gravity—to press tofu
Two blocks of extra-firm tofu, between two cloths, with a metal case full of poker chips
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Matt Enlow @unsolvedmre.bsky.social · 21/03/2026
A "making of" my #mathart post from yesterday
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Matt Enlow @unsolvedmre.bsky.social · 20/03/2026
#mathart
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Matt Enlow @unsolvedmre.bsky.social · 18/03/2026
🙄
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Matt Enlow @unsolvedmre.bsky.social · 12/03/2026
Just checking in on my Janus account. This is what I see (minus personal specifics): the Contrarian fund living up to its name
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Matt Enlow @unsolvedmre.bsky.social · 08/03/2026
One minute you're puzzling over a simple probability question, the next minute you're unironically typing out an expression that looks like this
v_i=\prod _{j=1}^n \frac{\left(a_{j,1}+a_{j,2}\right)!}{a_{j,1}! a_{j,2}!} \left(\left(p-\frac{1}{2}\right) \delta _{i,j}+\frac{1}{2}\right){}^{a_{j,1}} \left(\frac{1}{2}-\left(p-\frac{1}{2}\right) \delta _{i,j}\right){}^{a_{j,2}}
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Matt Enlow @unsolvedmre.bsky.social · 07/03/2026
Hyperbolic surfaces spotted at the Andrew Gn exhibit at the Peabody Essex Museum
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Matt Enlow @unsolvedmre.bsky.social · 02/03/2026
Okay this one is a beast #math #mathchat #maths #mathschat #probability #iTeachMath #MathSky
In front of you are three coins, identical in appearance. However, while two of them are fair coins, the third comes up Heads 75% of the time. Your task is to identify which coin is the unfair one, but you may only perform a total of three coin flips! (For each flip, you can flip any coin you want, taking any past flip results into account.) After those three flips, you must declare which coin you believe to be the unfair one.

Assuming you "play optimally," what is the likelihood that you will correctly identify the unfair coin after your three flips?
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Matt Enlow @unsolvedmre.bsky.social · 28/02/2026
Me figuring out how to make Canvas API calls from Google Sheets
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Matt Enlow @unsolvedmre.bsky.social · 18/02/2026
It's kind of a running gag in our house about how boring my Facebook posts were before we had kids, but this one kind of takes the cake
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Matt Enlow @unsolvedmre.bsky.social · 31/01/2026
One superpower #math gives me is the ability to picture an interesting object in my head, spark up #Mathematica, and within a few minutes figure out how to make it "real." It's intoxicating! (code in ALT)
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Matt Enlow @unsolvedmre.bsky.social · 25/01/2026
Reading by the light of heavy snowfall out the window behind me ❄️😊❄️
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Matt Enlow @unsolvedmre.bsky.social · 24/01/2026
Just arrived 😍😍😍
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Matt Enlow @unsolvedmre.bsky.social · 22/01/2026
After a few weeks of repeated discussion and revision, here is where the Axiom (& Theorem) List for ℤ that my Advanced Topics class has been generating from scratch—with some prodding and guardrails provided by me—currently stands. (Proofs of the Theorems are located elsewhere.) #MathSky #iTeachMath
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Matt Enlow @unsolvedmre.bsky.social · 11/01/2026
Huh. Either Mathematica's Export process or MeshLab's Import process seems to have just... figured it out
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Matt Enlow @unsolvedmre.bsky.social · 11/01/2026
Interesting—I did a RegionIntersection[] of two BoundaryMeshRegion[]s, and had it show me the face normals. Looks like ~95% of them are outwards, as expected, but there are some random ones that (I assume) are inwards. Do you know of an easy way to correct this?
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Matt Enlow @unsolvedmre.bsky.social · 11/01/2026
🤔🤔🤔
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Matt Enlow @unsolvedmre.bsky.social · 09/01/2026
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Matt Enlow @unsolvedmre.bsky.social · 09/01/2026
The #Mathematica code. Not pretty!
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Matt Enlow @unsolvedmre.bsky.social · 09/01/2026
An update to my ring project. This was not easy to achieve! #mathart #3DPrinting #Mathematica #MeshLab
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Matt Enlow @unsolvedmre.bsky.social · 04/01/2026
Now that Shapeways has apparently risen from its ashes (with the help of @thangs3d.bsky.social ), I'm trying to design an interesting ring. Copies of this one nestle inside each other nicely. #3DPrinting #Mathematica #MeshLab
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Matt Enlow @unsolvedmre.bsky.social · 01/01/2026
Finally got around to this. I’ve only read the Introduction so far, but it is so good. I want to force everyone in the world to read it (and decide for themselves whether to continue). I’ll have to settle for “everyone in my household.” 😁 @jsellenberg.bsky.social
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Matt Enlow @unsolvedmre.bsky.social · 27/12/2025
Three mutually tangent spheres with radii 1, 2, and 3 units are centered, respectively, at (0,0,0), (3,0,0), and (0,4,0). There are only two planes tangent to all three spheres, and they intersect in a line in the x-y plane. Find an equation (in x&y) for that line. #MathSky #iTeachMath #math #maths
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Matt Enlow @unsolvedmre.bsky.social · 18/12/2025
Fibonacci Voronoi-ing in #MeshLab (with assistance from #Mathematica, of course)
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Matt Enlow @unsolvedmre.bsky.social · 15/12/2025
For today’s Advanced Topics test I wrote my own @joeldavidhamkins.bsky.social -style question 😁 #iteachmath #MathSky
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Matt Enlow @unsolvedmre.bsky.social · 08/12/2025
The latest iteration of this Fibonacci spiral #mathgif uses closed BSplineCurves instead of polygons. There is this odd behavior I'm observing away from the center that reminds me of soap bubbles combining. I can't decide how I feel about it. #Mathematica #mathart
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Matt Enlow @unsolvedmre.bsky.social · 08/12/2025
A Voronoi variation on Saturday's #mathgif #mathart #Mathematica
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