Mathematics Assignment Help , Mathematics Homework help

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Few Topics are:

  • Elementary Functions ,trigonometric identities and 2D Cartesian geometry, polynomials, trigonometric functions, inverse trigonometric functions, ℯx; x; log(x); sin(x+y), sine and cosine formulae
  • Line, circle, ellipse,parabola, hyperbola.,Differentiation ,Local maxima, minima and stationary points. ,Differentiation of elementary function, Rules for differentiation of sums, products, quotients and function of a function.,
  • ntegration, Integration by partial fractions, substitution and parts, Reduction formula, e.g. for ∫sinn(x) dx.,Complex Numbers, Addition, subtraction, multiplication, division, complex conjugate, Argand diagram
  • modulus, argument, Complex exponential, trigonometric and hyperbolic functions, Polar coordinates, de Moivre's theorem, Positive integer powers of sin(u) and cos(u) in terms of multiple angles.,Differentiation
  • Limits, continuity and differentiability., L'Hopital's rule. Leibniz rule,Newton-Raphson method for roots of f(x)=0, Power series, Taylor's and MacLaurin's theorem, ,Vectors: Addition
  • subtraction and multiplication by a scalar, Applications in mechanics,Lines and planes, Distance apart of skew lines, Scalar and vector products., Triple scalar product, determinant notation
  • Moments about point and line., Differentiation with respect to a scalar, Velocity and acceleration.,Partial Differentiation,Functions of several variables, Chain rule. Level curves and surfaces
  • Gradient of a scalar function,Normal lines and tangent planes to surfaces, Local maxima, minima, and saddle points,Linear Algebra,Matrices and determinants, solution of simultaneous linear equations
  • Gaussian elimination for Ax=b, Gaussian elimination with pivoting, Iterative methods,Jacobi, Gauss-Seidel, SOR,Eigenvalues in matrices.,Ordinary Differential Equations,First order differential equations
  • separable, homogeneous, exact, linear, Second order linear equations,superposition principle,complementary function ,fitting initial conditions,circuit theory and mechanical vibrations

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