🔥Ultimate Strategy of Curve Sketching: Graph y=ln(sinx) by Calculus✍️ ∫ln(sin(x))dx from x=0 to pi/2

🎃Last Halloween, I tackled the famous and classic ∫ln(sin(x))dx problem from MIT Integration Bee.🐝
🎃This year, I'm going to GRAPH y=ln(sin(x)) BY CALCULUS!✍️
You'll find the most detailed and comprehensive guide to the entire process of CURVE-SKETCHING in today's video!
ENJOY❤️
🔻Opening
00:00 What date is Halloween?🎃
00:38 Curve Sketching : A~C (summary)
02:38 Curve Sketching : D~H (summary)
🔻Sketch the curve y=ln(sinx)
03:34 Step A~C (full details)
06:04 Step D (full details)
🔎 Horizontal Asymptotes
🔎 Vertical Asymptotes
09:16 Step E (full details)
🔎 Interval of Increase/Decrease
12:11 Step F (full details)
🔎 Local Maximum/Minimum Values
🔎 First Derivatives Test / Second Derivative Test
14:25 Step G (full details)
🔎 Concave Upward/Concave Downward
🔎 Inflection Points
15:21 Graph it ❤️
17:16 Ending
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#calculus #differentiation #derivative #curvesketching #graph #mit #integrationbee #halloween #halloween2023 #math

[@ThisisChuan]

【2022 萬聖節特輯🎃∫ln(sinx) problem from MIT】
👉ruclips.net/video/CzzVwqYRpE4/видео.html

[@user-qx6qg6wr3v]

太狠了 竟然徒手畫ln(sinx) 希望能看到更多mit題目

[@ThisisChuan]

好的❤️

[@Anthony-lu2kg]

小細節，sketching 的K應該是不送氣的子音，類似比較硬的g的發音，小挑剔一下😂😂😂

[@ThisisChuan]

好的👌下次注意😅

[@user-hd6bm8yd2h]

10/31是萬聖夜，萬聖節的前一天

[@ThisisChuan]

了解～

[@isc6710]

11/1是諸聖節

[@ThisisChuan]

了解～「諸」聖節跟「萬」聖節一樣嗎？