احمد الألمعي
Region: SA
Friday 16 October 2026 12:13:57 GMT
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نشمي :
ماشاء الله
2026-10-18 08:40:02
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abom7md :
اين
2026-10-18 11:35:46
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🌺سبحان الله 🌺 :
🤲
2026-10-18 15:42:06
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Qca Qca :
🌧️
2026-10-16 14:07:21
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أبُــوّاحــمــد :
[وردة][وردة][وردة]
2026-10-18 22:09:32
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MR...ZAIN :
🥰🥰🥰
2026-10-16 20:17:10
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muhammad bakhsh :
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2026-10-16 12:22:04
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user455465 نسايم ليل :
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2026-10-19 20:21:57
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To see more videos from user @aaah_94, please go to the Tikwm
homepage.
![What if an algebraic identity could actually be seen? This animation gives a geometric proof of the identity: [ (a+b)^3=a^3+3a^2b+3ab^2+b^3 ] We start with a cube of side (a+b) and divide it into eight pieces. Each piece corresponds to one of the terms in the algebraic expression: one cube with volume (a^3), three cuboids with volume (a^2b), three cuboids with volume (ab^2), and one cube with volume (b^3). The identity is no longer just a formula to memorize — it becomes a geometric construction that you can actually see. Sometimes, mathematics makes much more sense when you can see it rather than simply calculate it. #math #animation #fyp #geometry #3d](/video/cover/7692459412065144096.webp)
