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@humorplayofc: Como resolver um Pyraminx em menos de 1 minuto! #cubomagico #achadinhos
Humor Play
Open In TikTok:
Region: BR
Saturday 03 January 2026 00:35:45 GMT
204094
16227
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627
Music
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No Watermark .mp4 (
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Music .mp3
Comments
♣️Silva🇧🇷🌪️ :
tbm tenho um e realmente é ez DMS
2026-01-05 01:33:44
484
Noah Farias :
Como resolve ease aq? so tem um errado:
2026-05-27 15:07:28
0
✪TR GUIZIN oficial✪ :
a parte vermelha parece a marca do Mitsubishi kkkkkk
2026-01-04 22:49:48
80
𝔖𝔬𝔲𝔅𝔦𝔢𝔩𝔷👾🗣 :
cubo triangular😭
2026-05-26 16:37:41
0
𐔌 Ⳋᩚ 𝗟υᩖჩ᭣᭫ ⍰: ✦ :
qual foi o recorde de vcs? me:: 58s
2026-01-05 02:10:01
5
PARAGON :
a parte de pintar achei mais facil
2026-07-14 20:59:08
1
Silvax_011 :
kkkkkkkkk
2026-06-27 02:00:03
0
jujuba_dark_anjo :
nossa mano tava precisando dessa dica
2026-01-04 15:15:35
20
mbb :
39s no 3x3 é rápido?
2026-03-22 01:44:07
0
Droga é Bryan :
mn eu aprendi sozinho, e n foi assim mas tá bom
2026-01-04 22:40:45
16
j.targinozx😴 :
entendi nd
2026-01-05 14:52:35
5
Ivandro.itmc :
esse é o cubo mais ficil
2026-01-05 16:29:11
2
|Lx7| |Lukas| :
cara comprei esse cubo há um mês e até hoje não consegui montar como montar ele
2026-01-05 12:40:52
2
mzin :
Ja fiz a dança e agora?
2026-01-04 21:53:56
2
o :
eu não entendi
2026-01-05 12:53:27
1
gforce.f1 :
meu recorde sendo 5 segundo nisso daí kkkkk ,e gente não é obrigatório ir pelo vermelho kkk
2026-01-05 15:02:23
1
Muloka721🇻🇦 :
oloko
2026-01-03 19:55:11
0
:
Rapaz eu montei o cubo sem ver o tutorial
2026-01-05 14:20:59
2
closty :
acabei de aprender😁
2026-02-28 18:05:27
0
𝚂𝖙𝖆𝖗𝕭𝖔y :
mais fácil que o 3x3
2026-03-30 19:36:07
0
ᯓ★𝓦𝓲𝓵𝓵 :
beibq99wve9beie🥰🥰🥰
2026-06-02 23:19:56
0
☆†★.:ℒℯℴ:.★†☆ :
e muito ez
2026-09-16 16:43:18
0
random_user13 :
nesse caso faz oq mesmo kkkkk
2026-05-30 23:16:16
0
Yuri da hupi بابا :
o vídeo de baixo É exatamente esse e a mesma conta
2026-01-03 23:28:23
0
To see more videos from user @humorplayofc, please go to the Tikwm homepage.
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The Squeeze Theorem states that if a function f(x) is trapped between two functions g(x) and h(x), and both outer functions approach the same limit the inner function is forced to that same limit. The animation visualizes finding the limit of x^2sin(1/x) as x approaches 0. Because sin(x) oscillates infinitely getween 1 and -1, it has no limit on its own at x = 0. Mutiplying the entire inequality by x^2 created dynamic boundaries. As x approaches 0, both bounding parabolas converge to 0, squeezing the middle function to 0 as well. The video concludes with the theorem’s most important application: proving the limit of sin(x)/x as x approaches 0 equals 1, which forms the basis for all trig derivatives in calculus. #calculus #limits #trigonometry #mathtok #math
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