Integral Calculus Maths- Notes, Formulas, Definition, Books, Videos for JEE Main

Topics from Integral Calculus

Integral as limit of a sum, fundamental theorem of calculus (4 concepts)
Determining areas of the regions bounded by simple curves in standard form (9 concepts)
Properties of definite integrals, evaluation of definite integrals (21 concepts)
Integral as an anti-derivative, fundamental integrals algebraic, trigonometric, exponential and logarithmic functions (37 concepts)
Integration by substituion using trigonometric identities (14 concepts)
Indefinite Integral (22 concepts)
Definite Integral (11 concepts)
Area (4 concepts)

Important Books for Integral Calculus

Previous Year Question For Integral Calculus

If $\int \frac{\cos \: x\: dx}{\sin ^{3}x(1+\sin ^{6}x)^{2/3}}= f(x)(1+ \sin ^{6}x)^{1/\lambda }+c$ where c is a constant of integration, then $\lambda f\left ( \frac{\pi }{3} \right )$ is equal to :
If for all real triplets $(a,b,c),$ $f(x)=a+bx+cx^{2};\: \: then\: \: \int_{0}^{1}f(x)dx$ is equal to:
The integral $\int \frac{dx}{(x+4)^{8/7}(x-3)^{6/7}}$ is equal to :

(where C ia a constant of integration)

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Integral Calculus (Weightage 9%) Share

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