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Exercise 1 3: Transition Probability Matrices. Choose the correct answer. Miscellaneous problems. Concept of Indefinite Integral. Two important properties of Integral Calculus. Methods of Integration.

Integration by decomposition: Type I. Integration by decomposition: Type II. Integration by decomposition: Type III. Integration by decomposition: Type IV. Integration by parts Method. Integration by substitution or change of variable method.

Some special types of Integrals Method. Definite integrals. The fundamental theorems of Integral Calculus. Properties of definite integrals. Evaluation of Problems using properties of definite integrals. Gamma Integral. Definite integral as the limit of a sum.

Geometrical Interpretation of Definite Integral as Area under a curve. The area of the region bounded by the curves: Example Solved Problems. Exercise 3 1: The area of the region bounded by the curves. Application of Integration in Economics and Commerce. Integration: Cost functions from marginal cost functions.

Integration: Revenue functions from Marginal revenue functions. Integration: The demand functions from elasticity of demand. Exercise 3 2: Application of Integration in Economics and Commerce.

Integration: Consumer s surplus. Integration: Producer surplus. Exercise 3 3: Application of Integration in Economics and Commerce. Choose the best answer form the given alternatives. Definition of ordinary differential equation. Order and degree of a differential equation. Formation of ordinary differential equation. Exercise 4 1: Formation of ordinary differential equations. Solution of a Differential Equation. First order and first degree differential. First order and first degree differential: Solved Example Problems.

Exercise 4 2: First order and first degree differential. Homogeneous Differential Equations. Exercise 4 3: Homogeneous Differential Equations. Linear differential equations of first order. Linear differential equations of first order: Solved Example Problems.

Exercise 4 4: Linear differential equations of first order. A general second order linear differential equation with constant coefficients is of the form.

Second Order first degree differential equations with constant coefficients: Solved Example Problems. Exercise 4 5: Second Order first degree differential equations with constant coefficients.

Choose the Correct answer. Miscellaneous Problems. Finite Differences. Forward Difference Operator. Backward Difference operator. Shifting operator E. Relations between the operators , and E. Finite Differences: Solved Example Problems. Finite Differences operators: Finding the missing terms. Exercise 5 1: Finite Differences. Methods of interpolation. Lagrange s interpolation formula. Exercise 5 2: Interpolation. Choose the correct Answer. Random variable. Definition and Types of Random Variable.

Top essay. Students can use the Namma Kalvi 12th Business Maths books for better preparation and excellent performance in the exams. Read TN Board thoroughly, make separate notes for points you forget, formulae, reactions, diagrams. Highlight important points in the book itself and make use of the space provided in the margin to jot down other important points on the same topic from different sources.

How to make notes for Namma Kalvi 12th Business Maths exam? Read from hand-made notes prepared after understanding concepts, refrain from replicating from the textbook. Use highlighters for important points. Revise from these notes regularly and formulate your own tricks, shortcuts and mnemonics, mappings etc.

Yes, Students can use these 12th Business Maths class nammakalvi notes for reference. Email This BlogThis! Share to Twitter Share to Facebook.