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#mathchallenge — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #mathchallenge, aggregated by home.social.

  1. NYT Pips is a domino-inspired puzzle where players place tiles to meet sum, equality, and comparison rules. Today’s Nov 18 puzzle challenges logic, math, and orientation skills across easy, medium, and hard levels.

    #NYPuzzles #NYTPips #DominoPuzzle #BrainTeaser #LogicGame #MathChallenge #DailyPuzzle #MindWorkout #PuzzleLovers #TileGame #TECHi

    Read Full Article Here :- techi.com/nyt-pips-hints-and-a

  2. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  3. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  4. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  5. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  6. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  7. Here’s a mind-bender! 🤯

    Divide 24 by half, add a third of 36, what's the total? 🤔🔢

    Can I get 10 correct answers? ⏰💨

    Share this if you dig the challenge! 😜🤟

    #BrainTeaser #MathChallenge #QuickMath #FunWithNumbers

  8. Take a look at this interesting integral. #MathsChallenge [Hint: use the properties of the Jacobi theta function of the third type \(\vartheta_3(z,q)\)]

    \[\boxed{\displaystyle\int_0^{\frac{\pi}{4}}\dfrac{1+2\displaystyle\sum_{n\geq1}e^{-n^2\pi x}}{1+2\displaystyle\sum_{n\geq1}e^{-n^2\pi/x}}\ \mathrm{d}x=\sqrt\pi}\]

    #MathChallenge #IntegralChallenge #InterestingIntegral #WeirdIntegral #Integral #Integrals #DefiniteIntegral

  9. #math #mathchallenge #middleschool #mathematics

    Exploration With Middle School Students...

    Your thoughts...

    How many positive integers less than 100 have exactly 8 distinct positive integer factors?

    Solution Strategies vs Pedagogical Strategies??

  10. #RetoMatemático
    #MathChallenge
    Sea (𝑝ₙ)ₙ una enumeración de los números primos en forma creciente.
    Demostrar que si \( n\ge 4 \) entocnes
    \[ p_{n+1}^2 < \prod_{k=1}^{n} p_k \].

  11. #RetoMatemático
    #MathChallenge
    Demostrar que la serie
    \[\sum_{n\ne k^2}\frac{1}{\sqrt{n}}\] es divergente