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Get NCERT Solutions of Class 12 Integration, Chapter 7 of the NCERT book. Solutions of all questions, examples and supplementary questions explained here. Download formulas and practice questions as well.

Topics include

**Integration as anti-derivative**- Basic definition of integration. Using derivative rules, finding integration**Integration using Trigonometry Formulas**- where we use trigonometry formulas like cos 2x, sin^{2}x, sin 3x, Inverse formulas and make the function easier to integrate**Integration by substitution**- Where we substitute functions as some other functions and integrate using the formulas we know - x^{n}, lnx, e^{x }to find the integration**Integration by parts**- We do integration by using by parts formula**By parts integration of e**- We use integration formula of e^{x}^{x}(f(x) + f'(x)) to solve questions**Integration by partial fractions**- We use partial fractions to solve the integration. Like in this question.**Integration by special formulas**- We use special formulas mentioned in our Integral Table to solve questions**Integration as limit as a sum**- We use basic definition of integration , Integration = Area to form limit as a sum formula and then solve its questions**Definite Integration**- Solving definite integration using methods of indefinite integration, and using properties of definite integration

To check all formulas of Integrals used in this chapter, check Integration Formulas

Important Questions are marked as **Important**, you can also check all Important Questions for Class 12 Maths. As well as Sample papers.

What's in it?

Get NCERT Solutions of Class 12 Integration, Chapter 7 of the NCERT book. Solutions of all questions, examples and supplementary questions explained here. Download formulas and practice questions as well.

Topics include

**Integration as anti-derivative**- Basic definition of integration. Using derivative rules, finding integration**Integration using Trigonometry Formulas**- where we use trigonometry formulas like cos 2x, sin^{2}x, sin 3x, Inverse formulas and make the function easier to integrate**Integration by substitution**- Where we substitute functions as some other functions and integrate using the formulas we know - x^{n}, lnx, e^{x }to find the integration**Integration by parts**- We do integration by using by parts formula**By parts integration of e**- We use integration formula of e^{x}^{x}(f(x) + f'(x)) to solve questions**Integration by partial fractions**- We use partial fractions to solve the integration. Like in this question.**Integration by special formulas**- We use special formulas mentioned in our Integral Table to solve questions**Integration as limit as a sum**- We use basic definition of integration , Integration = Area to form limit as a sum formula and then solve its questions**Definite Integration**- Solving definite integration using methods of indefinite integration, and using properties of definite integration

To check all formulas of Integrals used in this chapter, check Integration Formulas

Important Questions are marked as **Important**, you can also check all Important Questions for Class 12 Maths. As well as Sample papers.