Trigonometry and Introduction to Solid Geometry (TRIGSOL)
3 units
The first part of the course deals with the evaluation of trigonometric functions
and solutions of trigonometric equations and its inverse, graphic
representations of the trigonometric functions and operations
on complex numbers. Also included are simple engineering applications
involving right and oblique triangles. The second part discusses
solid mensuration that includes calculation of the area of plane
figures and volume of different solids. Volume calculations cover
only solids whose formula is equal to Bh, where B is the area
of the base and h is the altitude.
Integral Calculus (ENGCAL2)
4 units
This is the 2nd part of the Engineering calculus course. The
concept of integration process is introduced. Various formulas
and techniques of integration are taken up for both single and
multi-varied functions. Applications of the single and multiple
integrals are provided through problems involving the evaluation
of areas, volumes, work, and force.
Differential Equations (ENGANAL)
3 units
Ordinary differential equations with emphasis on their applications
in the analysis and solution of problems in engineering such as
mixing, decomposition and growth, heat conduction, electric circuits,
etc. Topics include ordinary differential equations of order one,
degree one, higher order ordinary differential equations, Laplace
transform and solution of differential equation by Laplace transform.
Quantitative Methods (QUAMETH)
3 units
Basic concepts of probability, random variable, expectation, joint distributions,
special discrete and continuous probability distribution, frequency
distribution and statistical measures and sampling theory, hypothesis
testing, and linear regression.
Engineering Production Management for Non-I.E. Majors (ENPROMA)
3 units
Concepts, techniques, quantitative tools, and decision-making process in the
design planning, implementation, control and operation of production
systems. These include work methods design and measurement, quality
control, inventory control, plant location and layout, materials
handling systems, production planning and scheduling.
Engineering Algebra (ENGALGE)
3 units
Application of algebraic axioms on the operation and simplification of algebraic
expressions including the various methods of solving algebraic,
exponential, logarithmic equations, and inequalities. Word problems
to provide ample ground to apply the principles learned are to
give training on the logical approach to problem solving.
Analytic and Solid Geometry (ANSOGEO)
3 units The course is divided into two parts - a continuation
of solid mensuration and analytic geometry. Solid mensuration
part includes pyramids, sphere, frustum and similar figures. The
analytic geometry part includes lines, conics and algebraic and
polar curves.
Differential Calculus (ENGCAL1)
4 units
Basic concepts of calculus such as limits, continuity, differentiability
of functions. It aims to develop in the students the skills of
differentiation of algebraic and transcendental functions involving
one or more variables. Applications include maxima/minima, rate
of change and related rates, tangents and normals and approximation
problems.
Physics I (PHYENG1, PYENLA1)
3 units lecture; 1 unit laboratory
Conceptual foundations of Newtonian mechanics. In examining Newton’s
three laws of motion and their relevant consequences, vector methods
as well as the basic concepts of calculus will be used.
Physics II (PHYENG2, PYENLA2)
3 units lecture; 1 unit laboratory
Fundamental concepts of electricity and magnetism, It deals with Coulomb’s
Law, electric field, Gauss’ Law, electric potential, capacitance,
current and resistance, circuits, magnetic field, Ampere’s
Law, Faraday’s Law of Induction, and Maxwell’s equations.
In examining the concepts mentioned and its relevant consequences,
vector methods, as well as the basic concepts of calculus will
be used.
Engineering Computer (ENGCOMP)
3 units
Algorithm development, programming concepts such as variables and constants,
computer organization, memory systems. Hands-on experience on
a personal computer is required to develop programs in C. language.
Mechanics of Rigid Bodies I (Statics) (MECAONE)
3 units Components and resultant of plane and space forces; equilibrium
of forces; analysis of trusses, frames and beams; analysis of
simple friction and belt friction; centroids of plane areas; centroids
of volumes; moment of inertia of plane areas; moment of inertia
of solid volumes; vector notation and its application.
Mechanics of Rigid Bodies II (Dynamics) (MECATWO)
2 units
Kinematics of particles and rigid bodies; rectilinear and curvilinear
motion; motion of a projectile; motion of freely-falling bodies;
kinetics of particles and rigid bodies; angular displacement,
velocity and acceleration; application to connected systems.
Pre-requisite: Mechanics of Rigid Bodies I (Statics)
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