ミズキ💞💫
Region: DE
Sunday 26 July 2026 15:04:39 GMT
49699
7226
216
278
Music
Download
Comments
Asal :
فوزیه مصری عه اقاااا
2026-07-29 23:10:17
0
melikxya :
Turkan is turi😂😭 i’m persian girl but what does turkan has to do with this
2026-07-29 16:58:49
1
🏹 :
Yes I am
2026-07-29 22:40:33
2
asixayat :
As a Persian a lot of women in this video are not Persian
2026-07-27 03:27:08
135
𝙈𝙝𝙧 | A9🇮🇷 :
Persian❌irani✅
2026-07-29 05:24:12
44
Sahar 🇦🇿🩵🇮🇷 :
Where my Azeri Iranian gang 🫶🏻🙌🏻😎
2026-07-27 11:18:35
239
pargol :
Yessssss
2026-07-29 11:06:46
1
یلدا :
Love being persiannnn
2026-07-27 15:03:25
88
MisHa ꪆৎ :
2026-07-27 11:00:57
19
Amir :
فوزیه ایرانی نیست
2026-07-27 16:10:17
40
𝒢𝒽𝒶𝓏𝒶𝓁 :
💁🏻♀️💁🏻♀️
2026-07-27 01:14:59
73
🪡elen🧊 :
Turkan soray was Turkish
2026-07-27 08:04:59
10
Sarina :
yea
2026-07-28 19:39:04
7
˚₊‧꒰ა soharants ໒꒱ ‧₊˚ :
Iranian here yall
2026-07-26 22:43:07
30
Charles_olivera_fan🇧🇷 :
2026-07-27 11:21:51
8
Haana :
2026-07-27 14:14:17
6
nymphup :
K bae
2026-07-27 07:15:25
33
To see more videos from user @yuki_16_lu, please go to the Tikwm
homepage.
![Here is the step-by-step solution to evaluate this definite integral: Let u = arctan(x), so du = dx / (1 + x^2). When x = 0, u = 0. When x = 1, u = pi/4. The integral becomes the integral of u du from 0 to pi/4, which integrates to [u^2 / 2] evaluated from 0 to pi/4 = (pi/4)^2 / 2 = pi^2 / 32. Final answer: pi^2 / 32! Did you get it right? #calculus #math #integration #maths #learning #fyp #SoviAI](/video/cover/7667345078091795743.webp)
