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JEE MAINS 2025 : INDEFINITE INTEGRATION 3.0 THEORY +Qs +DPP +TEST | MATHEMATICALLY INCLINED | NEHA AGRAWAL | NEHA MA'AM | #jee2025 | JEE MAINS 2025 |
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TOP 650 PYQs of 2024 2023 2022
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JEE 2024 + 2023 ALL 1320 PYQs MATH FREE VIDEO SOLUTIONS
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🔥JEE MAINS 2025/2026 (100% FREE PREPARATION PLANNER : BASICS, THEORY & PYQS)
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0:28 - JEE Mains Trend & Chapter Analysis
1:57 - Introduction(100 Mins ka Daily Dose)
3:04 - Indefinite Integration Introduction
5:35 - Methods of Integration
6:18 - Standard Integration Formulae
9:15 - Properties of Indefinite Integration
36:35 - Method of Substitution (Different Cases)
36:57 - CASE -1 Integration by Substitution
59:53 - CASE -2 Integration by Substitution
1:13:25 - CASE -3 Integration by Substitution
1:30:48 - CASE -4 Integration by Substitution
1:42:33 - CASE -5 Integration by Substitution
1:55:13 - CASE -6 Integration by Trigonometric Substitution
2:16:44 - Integration by Parts
2:42:57 - Three Classic Integrals
2:57:43 - Integrals of the form (e^ax)sinbx & (e^ax)cosbx
3:22:38 - Evaluation of the Various Forms of Integrals by Use of Standard Results
3:43:03 - Some Special Form of Integrals-I
3:59:13 - Some Special Form of Integrals-II
4:18:13 - Integrals of Rational Functions(Partial Fractions)
4:37:26 - Special Trigonometric Integrals-I
4:40:03 - Special Trigonometric Integrals-II
4:57:07 - 4 HATKE FORM
5:05:26 - Some Special Form of Integrals-III
5:11:27 - Special Trigonometric Integrals-III
5:14:03 - Integration: Special Type(Take the highest power out)
5:28:01 - Reduction Formula
5:32:05 - Some integrals which can not be Found
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TOP 322 PYQs ALGEBRA 2022-24
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TOP 157 PYQs VECTORS 3D COORDINATE 2022-24
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SERIES FOR BEGINNERS"
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INTEGRATION / INTEGRAL CALCULUS ( JEE MAINS 2025/2026 SYLLABUS )
Integral as an anti-derivative, Fundamental integral involving algebraic, trigonometric, exponential, and logarithmic functions. Integrations by substitution, by parts, and by partial functions. Integration using trigonometric identities. Evaluation of simple integrals of the type . The fundamental theorem of calculus, properties of definite integrals. Evaluation of definite integrals, determining areas of the regions bounded by simple curves in standard form.