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@sahymerdan.niazgul:

.Шахымердан
.Шахымердан
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Friday 13 November 2026 20:56:36 GMT
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muhemmet54
Muhemmet :
Акыш халыпа сиз орта азияда бейиксиниз
2026-11-14 08:22:28
0
user2346183825407
user2346183825407 :
бу оглан Сапар ага. мензеш
2026-11-14 02:16:02
0
madina_19740
madina :
Легендарный Акыш
2026-11-14 06:01:35
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narkuly.yarasow
Narkuly yarasow :
👍👍👍👍
2026-11-14 05:33:10
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millionarehroz
@.Owadan dünyâm 🌊 :
2026-11-14 04:05:44
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user76201926966905
Валижон :
👍👍👍👍
2026-11-14 01:57:43
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dhursun3
Dhursun :
👍👍👍👍👍👍👍👍
2026-11-14 02:39:57
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gne986
Güneş :
2026-11-14 07:38:55
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user6505438307281
user6505438307281 :
[Лайк][Лайк][Лайк][Красное сердце][Красное сердце][Красное сердце][Роза][Роза][Роза]
2026-11-13 21:37:50
0
babayew_hojamyrat
Babayew_Hojamyrat :
🥰🥰🥰
2026-11-14 06:02:59
0
user58614044091
Шаман Шамуратов :
[Лайк]
2026-11-14 03:42:31
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agajan6219
Nabat :
🥰🥰🥰
2026-11-14 05:28:33
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user6720915757553
000000000000000000000000000 :
👍
2026-11-14 05:04:06
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opelvaz
akhmedov :
👍
2026-11-14 03:45:53
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madina_19740
madina :
👍👍
2026-11-14 06:01:19
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gulayym71
gulayym71 :
🥰🥰🥰
2026-11-14 03:42:18
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user3812903122238
АЛИБЕК :
👍👍👍
2026-11-14 02:51:18
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sanco1984
санчо 1984 :
👍👍
2026-11-13 23:58:52
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aymelek9158
Aymelek :
❤️❤️❤️❤️❤️❤️❤️❤️👍
2026-11-13 23:39:45
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user1817918552301
муза :
👍👍👍👍👍👍👍
2026-11-13 22:40:18
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mamagul6161
Мамагуль :
🥰🥰🥰🥰🥰🥰
2026-11-13 21:55:48
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user1l69vw66sc
Ислам Шахпазов688 :
[Лайк][Лайк][Лайк]
2026-11-14 06:18:03
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user887101817736
🌸🌸🌸 :
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2026-11-13 21:34:31
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baharjema0
Baharjemal :
😂😂😂
2026-11-14 06:42:14
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Other Videos




PASHTO Fully SONG using headphone ✨🔥🎧 _ _ _ #foryou💍🤭🌸🦋
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frown lines? 👀 what's your skin concern — every fix is one ingredient away. #kbeauty #skincare #koreanskincare #skintok #skincareroutine #glassskin
frown lines? 👀 what's your skin concern — every fix is one ingredient away. #kbeauty #skincare #koreanskincare #skintok #skincareroutine #glassskin
Cartesian and polar coordinates are two different ways of describing the position of a point in space. In the Cartesian coordinate system, a point is located using two values, x and y, which tell us how far to move horizontally and vertically from the origin. In contrast, the polar coordinate system describes a point using its distance from the origin, called the radius, and an angle measured from the positive horizontal axis. While Cartesian coordinates are particularly convenient for straight lines, rectangular shapes, and conventional graphs, polar coordinates are often more natural for describing circles, spirals, waves, and rotational patterns. Both systems describe exactly the same points, just from different mathematical perspectives. The beauty of polar coordinates becomes especially apparent when visualizing mathematical functions. Equations that look complicated in Cartesian coordinates can produce surprisingly elegant patterns in polar form, including flowers, hearts, spirals, and intricate symmetrical curves. As the angle changes, the radius expands or contracts, causing a point to trace a path through the plane. This relationship between rotation and distance creates patterns that would often require much more complicated equations in Cartesian form. Neither coordinate system is inherently better than the other; their usefulness depends on the geometry of the problem. Together, they demonstrate how changing the way we represent something mathematically can reveal structure, symmetry, and beauty that might otherwise remain hidden. Like and follow for more! #math #sound #physics #audio #funny
Cartesian and polar coordinates are two different ways of describing the position of a point in space. In the Cartesian coordinate system, a point is located using two values, x and y, which tell us how far to move horizontally and vertically from the origin. In contrast, the polar coordinate system describes a point using its distance from the origin, called the radius, and an angle measured from the positive horizontal axis. While Cartesian coordinates are particularly convenient for straight lines, rectangular shapes, and conventional graphs, polar coordinates are often more natural for describing circles, spirals, waves, and rotational patterns. Both systems describe exactly the same points, just from different mathematical perspectives. The beauty of polar coordinates becomes especially apparent when visualizing mathematical functions. Equations that look complicated in Cartesian coordinates can produce surprisingly elegant patterns in polar form, including flowers, hearts, spirals, and intricate symmetrical curves. As the angle changes, the radius expands or contracts, causing a point to trace a path through the plane. This relationship between rotation and distance creates patterns that would often require much more complicated equations in Cartesian form. Neither coordinate system is inherently better than the other; their usefulness depends on the geometry of the problem. Together, they demonstrate how changing the way we represent something mathematically can reveal structure, symmetry, and beauty that might otherwise remain hidden. Like and follow for more! #math #sound #physics #audio #funny

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