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@0shikar_: #fyp #ии #альтушка #сериал #артем
0shikar_
Open In TikTok:
Region: DE
Wednesday 08 April 2026 19:10:21 GMT
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No Watermark .mp4 (
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Comments
أرينا :
Андрей лучше
2026-04-09 16:30:37
360
🤍리사🤍 :
Ну скажите что похожа
2026-04-10 20:40:43
246
ヴィタリック :
Ето я😎😎😎😎😎
2026-07-11 12:05:07
1
★ :
а курочка?
2026-04-21 16:28:56
33
Vanya :
правда андрей лучше
2026-07-11 10:17:58
1
pss 🪽 :
пррр
2026-04-17 12:00:06
2
xsnxsx :
мои хорошие
2026-04-09 21:17:54
39
тригановна :
2026-05-13 08:54:28
1
Аρᥙᥲɯᥲ :
а где ПРРРРРРР?
2026-04-27 04:10:58
2
ir5w0_mw :
.дддджжжжжжжжжжжжэжддддддддщщщддджддбббббббббю́ю @
2026-04-14 16:43:43
1
Altuha :
андрюшя лутше
2026-04-14 18:24:39
4
drakon 🐉 :
не похош
2026-04-15 10:14:31
2
🧃 :
А где Адель
2026-07-01 17:39:43
0
lee11:11 :
честно..... похожие😁
2026-04-19 10:47:21
7
lirik_kka :
А где Андрей? 😭
2026-04-10 11:25:57
7
me time :
Я вас не знаю ,но вы очень красивая пара. Мне лично нравится такие стили,правда не знаю как называется.Но вы очень прекрасны🙏🙏💔
2026-06-15 08:21:40
2
Rabnik_Yla :
Надо было с битами музыку взять
2026-07-06 11:08:34
0
Voilov :
Андрюшки нету?
2026-04-09 17:49:08
15
ну и ну :
2026-04-09 16:15:19
7
meowwq🤍🪽 :
Как в сериале только в песни не хватает малиновый пррррррррррррррррр
2026-04-28 15:01:00
1
айшату🤍 :
😍😍😍
2026-04-09 11:43:19
1
. :
😁
2026-05-09 08:30:10
0
... :
😂
2026-04-24 15:02:59
0
Luti🪽 :
🥰
2026-05-03 22:40:19
0
evgeniaa :
❤️
2026-04-10 11:04:59
0
To see more videos from user @0shikar_, please go to the Tikwm homepage.
Other Videos
what's your favorite integration strategy? sources: 3Blue1Brown Integration and the Fundamental Theorem of Calculus, Let's Learn Together Sum vs. Integral, Visualization 101 Riemann Integral Visualization, Code Matrix Vishal Cosine Integration Visualized with Riemann Sums, Math Animations Why Integration is the Ultimate Sum, Math in Motion the Perfect Symmetry of Sin(x), Learning Verse 123 The Disk Method "One easy way to get “nice” cross-sections is by rotating a plane figure around a line, also called the axis of rotation, and therefore such a solid is also referred to as a solid of revolution. For example, in we see a plane region under a curve and between two vertical lines \(x=a\) and \(x=b\text{,}\) which creates a solid when the region is rotated about the \(x\)-axis, and naturally, a typical cross-section perpendicular to the \(x\)-axis must be circular as shown. Because the volume of the solid of revolution is calculated using disks, this type of computation is often referred to as the Disk Method. When either of the above area is rotated about its axis of rotation, then the solid of revolution that is created has a hole on the inside — like a distorted donut. If we now slice the solid perpendicular to the axis of rotation, then the cross-section shows a disk with a hole in it as indicated below. Such a disk looks like a “washer” and so the method that employs these disks for finding the volume of the solid of revolution is referred to as the Washer Method. The following example demonstrates how to find a volume that is created in this fashion." Citation: Calculus Early Transcendentals: Integral & Multi-Variable Calculus. #calculus #apcalc #apcalcab #integrals #differentiation
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