Solution of differential equations by operator D methods Programme 23: Second Order Differential Equations with Constant Method 4 – linear equations: use of integrating factor Method 3 - homogeneous equations: by substituting y = vx Programme 22: First Order Differential Equations Programme 18: Integration Applications, Part 3ĭetermination of volumes by multiple integrals Surfaces of revolution – parametric equations Programme 17: Integration Applications, Part 2Ĭentre of gravity of a solid of revolution ġ/^Programme 16: Integration Applications, Part 1 Integration of trigonometrical functions. Integration of products – integration by parts Tests for convergence absolute convergence Programme 10: Partial Differentiation, Part 2 Programme 9: Partial Differentiation, Part 1 Maximum and minimum values (turning points J.^Differentiation coefficients of inverse hyperbolic functions Programme 8: Differentiation Applications, Part 2ĭifferentiation of inverse trig, functions Programme 7: Differentiation Applications, Part 1 Introduction: Scalar and vector quantities 141Ĭomponents of a vector in terms of unit vectors Relationship between trigonometric & hyperbolic functions Trig, identities and hyperbolic identities Log form of the inverse hyperbolic functions Graphical representation of a complex number Introduction: The symbol j powers ofj complex numbers 1
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