Increase the awareness of his mental potential and abilities; gain an ability to utilize a higher percentage the capacity of the mind via brain exercises.
Solidify the patterns of rational or mathematical (and therefore exact) thinking.
Have a knowledge with the Engineering Mathematics needed in diverse areas of science and technology in general, and specific areas of engineering in particular.
Acquire effective analytical thinking ability and study habits; and also deepen and widen his thought and vision.
Develop problem-solving skills.
Will be able to apply the Engineering Mathematics knowledge for solving science and engineering problems.
Acquire the ability of keeping up with the constantly changing science, technology and engineering methods.
Mode of Delivery
Face to face
Prerequisites
Yes(MAT152)
Recommended Optional Programme Components
It is recommended for the student to take MAT 151 and MAT 152 courses before.
Course Description
Complex numbers, Formula of Euler, Finding complex roots, The Fundamental Theorem of Algebra. Complex analytical functions. Vector valued functions. Space curves. Derivative of vector functions. Integral of vector functions. Length of a curve. Multiple integrals. Areas, Moments and Centers of mass in the plane. Masses and Moments in space. Triple integrals in Cylindrical and Spherical coordinates. Integration in Vector fields. Theorem of Green. Surface integrals. Theorem of Stokes. Divergence theorem. Fourier series.
Course Contents
WEEK
TOPICS
1st Week
Complex Number. Arithmetic Operations of Complex Number. Polar Forms of Complex Number. Euler?s Formula.
2nd Week
Powers and roots of complex numbers. Fundamental Theorem of Calculus.
