1. Algebra : Determinants, Matrices
2. Trigonometry : Sides and angles of a triangle, solution of triangles
3.Analytical Geometry :
6. Differential equations:
Definition, order, degree, variable separable, homogeneous, Linear, heterogeneous, linear, differential equation with constant coefficient, simultaneous linear equation of second or der.
7. Laplace transform:
Definition, Laplace transform of elementary functions, Properties of linearity and shifting
2. Trigonometry : Sides and angles of a triangle, solution of triangles
3.Analytical Geometry :
- Points,
- Straight line,
- circle and parabola
- Limit of a function,
- Differential calculus,
- Differentiation of a sum, Product,
- Quotient Composite, Parametric, exponential, trigonometric and Logarithmic function. Successive on homogeneous functions of two variables
- Definite integrals,
- integration by substitution parts,
- Properties of definite integrals.
6. Differential equations:
Definition, order, degree, variable separable, homogeneous, Linear, heterogeneous, linear, differential equation with constant coefficient, simultaneous linear equation of second or der.
7. Laplace transform:
Definition, Laplace transform of elementary functions, Properties of linearity and shifting
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