# DR. SREEKUMAR. K G

• ### Equation of straight line with two given points

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DR. SREEKUMAR. K G

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DR. SREEKUMAR. K G

• ### Concavity of graphs of functions - Concave up and down

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DR. SREEKUMAR. K G

• ### Volume of Solids by revolution (nct1)

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DR. SREEKUMAR. K G

• ### Relation between function and its derivative(Nct2)

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DR. SREEKUMAR. K G

• ### Comparison between different Riemann Integrals

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DR. SREEKUMAR. K G

• ### Area between lines and curves

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DR. SREEKUMAR. K G

• ### Area between parabola and a curve

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DR. SREEKUMAR. K G

• ### Area between two curves

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DR. SREEKUMAR. K G

• ### Area under a curve

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DR. SREEKUMAR. K G

• ### Derivative of implicitly defined functions

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DR. SREEKUMAR. K G

• ### Bisection method to find a real root of an equation

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DR. SREEKUMAR. K G

• ### Newton Raphson method

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DR. SREEKUMAR. K G

• ### Orthogonal trajectories self

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DR. SREEKUMAR. K G

• ### Orthogonal trajectories 1

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DR. SREEKUMAR. K G

• ### Solution of ODE and integration - Examples

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DR. SREEKUMAR. K G

• ### Zeros of Polynomials- Example

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DR. SREEKUMAR. K G

• ### Vertical line test

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DR. SREEKUMAR. K G

• ### Determine Which of the following equations define functions

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DR. SREEKUMAR. K G

• ### Solution of Linear inequalities in two variables

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DR. SREEKUMAR. K G

• ### Quadratic Functions -Properties -Examples

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DR. SREEKUMAR. K G

• ### Linear functions -Examples

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DR. SREEKUMAR. K G

• ### Inverse of functions -Examples

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DR. SREEKUMAR. K G

• ### Exponential and logarithmic functions

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DR. SREEKUMAR. K G