- Degree Bachelor
- Code: BA003
- Credit hrs: 3
- Prequisites: None
This course provides knowledge about algebra concepts, solid geometry, calculus, statistics, and dynamics. Algebra concepts include permutations complex numbers, and determinants. Solid geometry includes lines and planes, and orthogonal projections. Calculus concepts are limits and continuity, differentiation, behavior, of functions and sketching its graphs, and integration. Statistics concepts include scalar and vector product, the force, equilibrium of a system of coplanar forces. Dynamics include the velocity, the straight motion with uniform acceleration, vertical motion under gravity, differentiation of vector functions, Newton's law of motion, impulse and collision, and work-power-energy.
Computer Science Program
Marvin Bittinger, Judith Beecher, David Ellenbogen, and Judith Penna, Precalculus: Graphs and Models, Pearson.
content serial | Description |
---|---|
1 | Functions and Limits |
2 | Left and right limits and continuity of the functions |
3 | Basic rules of differentiation |
4 | Chain rule and some applications |
5 | Curve sketching |
6 | Integration as an inverse operation of integration |
7 | 7th Week Exam |
8 | Permutations and combinations, and 7th week exam |
9 | The binomial theorem |
10 | Determinations and Applications |
11 | Complex numbers |
12 | Vectors + 12th Week Exam |
13 | Forces, the resultant and 12th week exam |
14 | Motion of particles in straight lines |
15 | Kinetic and potential energy |
16 | Final Examination |
1 | Functions and Limits |
2 | Left and right limits and continuity of the functions |
3 | Basic rules of differentiation |
4 | Chain rule and some applications |
5 | Curve sketching |
6 | Integration as an inverse operation of integration |
7 | 7th Week Exam |
8 | Permutations and combinations, and 7th week exam |
9 | The binomial theorem |
10 | Determinations and Applications |
11 | Complex numbers |
12 | Vectors + 12th Week Exam |
13 | Forces, the resultant and 12th week exam |
14 | Motion of particles in straight lines |
15 | Kinetic and potential energy |
16 | Final Examination |
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