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Mathematical Logic
Matrices
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Applications of Derivatives
Integration
Definite Integration
Applications of Definite Integration
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Differential Equation and Applications
- Basic Concepts of Differential Equations
- Order and Degree of a Differential Equation
- Formation of Differential Equation by Eliminating Arbitary Constant
- Methods of Solving Differential Equations> Variable Separable Differential Equations
- Methods of Solving Differential Equations> Homogeneous Differential Equations
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Commission, Brokerage and Discount
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Insurance and Annuity
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Linear Regression
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- The Method of Least Squares
- Lines of Regression of X on Y and Y on X Or Equation of Line of Regression
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- Overview: Linear Regression
Time Series
- Introduction to Time Series
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Index Numbers
- Weighted Aggregate Method
- Cost of Living Index Number
- Method of Constructing Cost of Living Index Numbers - Aggregative Expenditure Method
- Overview of Index Numbers
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Linear Programming
Assignment Problem and Sequencing
- Assignment Problem
- Hungarian Method of Solving Assignment Problem
- Special Cases of Assignment Problem
- Sequencing Problem
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- Finding an Optimal Sequence
- Overview of Assignment Problem and Sequencing
Probability Distributions
Estimated time: 1 minutes
Maharashtra State Board: Class 12
Definition: Equations in Variable Separable Form
The equation \[\frac{dy}{dx}=f(x,y)\] is to be in variable separable form if it can be expressed as \[h(x)dx=g(y)dy\].
The solution to this equation is obtained by integrating h(x) and g(y) with respect to x and y, respectively.
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