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MTH 1030 Techniques For Modelling

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The MTH 1030 Techniques For Modelling course basically comprehend students about how to use Gaussian elimination to resolve linear equations; matrix, determinant, eigenvalue and eigenvector; vector introduction; integration method - partial substitution and integration; solution of an ordinary differential equation of the first order, separable using an integral factor; constant coefficient. Linear ordinary differential equations of order; convergence of Taylor series and series; remainder terms are also studied under this course.

Learning outcomes:

  • Understand the basic concepts of linear algebra, recognize and manipulate the elements of vector space.
  • Form and solve equations involving vectors and matrices, including 3D geometry.
  • Revealing and evaluating the wrong points.
  • Solve simple differential equations of the first and second-order and formulate them to apply to physical systems.
  • Calculate the Taylor series expansion and remainder of a variable function.
  • Apply Taylor's series and L'Hopital's rule to calculate the limit.
  • Understand and calculate the convergence of infinite series.
  • Provide a written report containing complete mathematical reasoning.

During the academic period, assignments and homework is an important part of academics. Each student must complete different tasks. Writing assignments and homework related to above course may seem like a challenge to most of the students, it has become an obstacle to success. For writing partners, students can get online help at ExpertsMinds for easy solutions.

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