Integration of e^ax Sin bx and e^ax Cos bx - Indefinite Integration | Class 11/12/IIT-JEE Maths
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✅ In this video,
✔️ Class: 11th/12th/JEE (Mains & Advanced)
✔️ Subject: Maths
✔️ Chapter: Indefinite Integration (Chapter 7)
✔️ Topic Name: Integration of e^ax Sin bx and e^ax Cos bx - Indefinite Integration | Class 11/12/IIT-JEE Maths
✔️ Topics Covered In This Video: This video provides an explanation of the topic Integration of e^ax Sin bx and e^ax Cos bx, and provides step-by-step examples to understand the chapter Indefinite Integration. Taught by Deependra Sir, an experienced mathematics teacher, his clear and easy-to-follow method of instruction makes this an ideal study resource.
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00:00 Introduction: Integration of e^ax Sin bx and e^ax Cos bx
01:04 Integration of e^ax Sin bx and e^ax Cos bx
14:50 Important Questions
25:00 Website Overview
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integration of e^-ax sin bx from 0 to infinity
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differentiate e^ax sin bx
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integrate a ^ x * sin bx dx equals:
prove that integrate x * e ^ (- a * x) * sin bx dx from 0 to ∞ = (2ab)/((a ^ 2 + b ^ 2) ^ 2)
e^ax cosbx differentiation
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