Mathematics XII Maharashtra Board
Thursday, June 12, 2008
Definite Integration - 1
Introduction
If ∫f(x)dx = g(x)+c
∫f(x)dx (a to b) = [g(x)] from a to b = g(b) - g(a)
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Differentiation - 1
Ch. 2 Differentiation - 3
Derivatives - 4
Differentiation - 5
Differenentiation - 6
Ch. 2 Differentiation - 7
Ch. 2 Differentiation - 8
ch. 2 Derivatives - 9
Applications of Derivatives - 1
ch. 3 Applications of Derivatives - 3
Application of Derivatves - 4
Ch. 3 Applications of Derivatives - 5
Ch. 4 Integration - 1
Ch. 4 Integration - 2
Ch. 4 Integration - 3
Ch. 4 Integration - 4
Definite Integration - 1
Ch.5 Definite integration - 2
Ch 5. Definite Integration - 3
Ch. 6 Applications of Definite Integral - 1
Ch. 6 Applications of Definite Integral - 2
Ch. 6 Applications of Definite Integral - 3
Differential Equations
Differential Equations - 2
Differential Equations
Ch. 7 Differential Equations - 4
Ch. 8 Applications of Differential Equations - 1
Ch. 8 Applications of Differential Equations - 2
Ch. 9 Numberical Methods - 1
Ch. 9 Numberical Methods - 2
Ch. 9 Numberical Methods - 3
Ch. 9 Numberical Methods - 4
Boolean Algebra - 1
10 Boolean Algebra - 2
Ch .10 Boolean Algebra - 3
Ch. 10 Boolean Algebra - 4
Ch. 10 Boolean Algebra - 5
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