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RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 1  RelationsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 2  FunctionsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 3  Binary OperationsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 4  Inverse Trigonometric FunctionsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 5  Algebra of MatricesView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 6  DeterminantsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 7  Adjoint and Inverse of a MatrixView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 8  Solution of Simultaneous Linear EquationsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 9  ContinuityView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 10  DifferentiabilityView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 11  DifferentiationView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 12  Higher Order DerivativesView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 13  Derivative as a Rate MeasurerView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 14  Differentials, Errors and ApproximationsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 15  Mean Value TheoremsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 16  Tangents and NormalsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 17  Increasing and Decreasing FunctionsView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 18  Maxima and MinimaView Solutions

RD Sharma XII Vol 1 (2015) Solutions for Class 15 Math Chapter 19  Indefinite IntegralsView Solutions
how to integrate
f (log(sin x ))dx
urgent ..
formula for sin^{1}X + sin^{1}Y , sin^{1}X sin^{1}Y
cos^{1}X + cos^{1}Y
cos^{1}X  cos^{1}Y
prove that
what is integral of log(x)??????
Using properties of determinants prove that 
(b+c)^{2}....a^{2}........a^{2}
b^{2}.....(c+a)^{2.}.....b^{2} =2abc(a+b+c)^{3}
c^{2}.....c^{2}.......(a+b)^{2}
In this ques.. i just want to know tht after applying C_{1}→ C_{1}C_{2}, C_{2}→ C_{2}C_{3}
in this ques how can i take (a+b+c) common from C_{1} and C_{2}.