🤯 SOLVE This Tricky Definite Integral in 2 Minutes! | Integration Property Masterclass | Class 12
Автор: Abhi Garg Classes
Загружено: 2026-02-26
Просмотров: 8
Описание:
Unlock the secret to solving tricky definite integrals effortlessly! In this video, Abhi Garg breaks down a common integration problem using a powerful property.
The Question: Integrate: ∫ from -2 to 2 of (x² / (1 + 5ˣ)) dx
Concept Explained: This problem beautifully illustrates a crucial property of definite integrals, particularly when the limits are symmetric (from -a to a). By identifying and applying the property ∫ from -a to a of f(x) dx = ∫ from 0 to a of [f(x) + f(-x)] dx, complex-looking integrals simplify dramatically.
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