𐙚࣪𝐌𝐈𝐋𝐀𝐃𖧹𝐁𝐃𝐊𐙚࣪
Region: TR
Wednesday 26 March 2025 19:31:43 GMT
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شاهزاده قندوز 😅😅😅 :
سلام خوبی می خواستم ازت تشکر کنم ابت اینکه ویدیومو لایک می کنی🥰🥰🥰🥰😜😜
2025-03-26 19:42:17
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سنگ دل🖤 :
واوا
2026-05-01 11:20:33
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شاهزاده قندوز 😅😅😅 :
می تونیم با هم دوست شیم
2025-03-26 19:46:32
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ོ͢لـیــ 𝐿𝑒𝑧𝑎ـــزا𓍯 :
🥰🥰🥰
2025-03-26 19:40:29
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♛☠عـــ✯لی☠♛ღ✯ :
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2025-09-13 12:56:21
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Ahmadzaki Noory :
❤❤❤
2025-03-27 16:16:07
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سمع الله محمدی :
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2025-06-02 17:18:31
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حسن محمدی :
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2025-05-15 12:19:29
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حمزه مرکز :
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2025-05-14 12:17:27
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حمزه مرکز :
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2025-05-14 12:17:23
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❉᭄͜͡صو؋ـے صبغت 🦅🦁❉᭄͜͡ :
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2025-05-01 14:55:58
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Qudratullah Amiri :
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2025-04-22 10:02:52
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نوید :
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2025-03-31 07:18:52
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بــِꦼــِد خـۦٰ۫۬⸙ـٰٖشـٍۛ❀ـٍۛي :
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2025-03-30 19:38:46
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Mohib Alizada :
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2025-03-28 11:50:28
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Ahmadzaki Noory :
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2025-03-27 16:16:08
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Anwar tanha :
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2025-06-20 10:22:58
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Ahmadzaki Noory :
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2025-03-27 16:16:05
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Ahmadzaki Noory :
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2025-03-27 16:16:04
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زهرا بدخشی :
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2025-03-27 13:59:58
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⫷🄼🄰🅇_🅅🄸🄿⫸ :
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2025-03-27 07:35:12
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💫فرمانده کوچک💎 عیار💎 :
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2025-03-27 04:04:20
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🔥kháłīd 🔥Æhmádł🔥 :
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2025-03-27 02:42:10
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شاهزاده قندوز 😅😅😅 :
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2025-03-26 19:35:20
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![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)