National Commission for Academic Accreditation &
Assessment
Course Specification
Institution
Majmaah University
College/Department
College of Science in Zulfi
A Course Identification and General Information
1. Course title and code: calculus for Science (2)
MATH 201
2. Credit hours 3 (2+1)
3. Program(s) in which the course is offered.
(If general elective available in many programs indicate this rather than list programs)
4. Name of faculty member responsible for the course
Kamal Nazmi Nimer
5. Level/year at which this course is offered : Third (chemistry – physics)
6. Pre-requisites for this course (if any) MATH 101
7. Co-requisites for this course (if any)
8. Location if not on main campus
No
class Rooms
1
B Objectives
1. Summary of the main learning outcomes for students enrolled in the course.
a)
b)
c)
d)
e)
Definition of the concept of integration and the relation between Integration and Area
Statement of the basic rules for the indefinite Integral
Use different methods to calculate the integration
Computing the integrals Trigonometrical functions,exponential and
Logarithmic functions
Computing the integrals of Hyperbolic functions and the inverse of Hyperbolic
functions and their derivatives
2. Briefly describe any plans for developing and improving the course that are being implemented. (eg
increased use of IT or web based reference material, changes in content as a result of new research in
the field)
1- Access to research and recent studies related topics scheduled
And benefit from
2-
Establishment of workshops within the department
C. Course Description (Note: General description in the form to be used for the Bulletin or
Handbook should be attached)
1 Topics to be Covered
List of Topics
No of
Weeks
Contact
hours
Definite integral and its properties
2
4
Mean value theorem of integral – the fundamental theorem of calculus –
indefinite integral
2
4
Standard integrals – derivatives & integrals of hyperbolic functions and
inverse of hyperbolic functions
4
8
2
4
2
4
2
4
Integration methods: integration by substitution – integration by parts
Integration by partial fractions – other substitutions
L’ Hospitals Rule – Improper integrals
2
2 Course components (total contact hours per semester):
Lecture:
Tutorial:
28
14
Laboratory
No
Practical/Field
work/Internship
Other:
No
3. Additional private study/learning hours expected for students per week. (This should be an average
:for the semester not a specific requirement in each week)
( 14 hours ) By referring students to some electronic sites related topics
scheduled. For and increasing or search for specific information
Or by solving the duties required
4. Development of Learning Outcomes in Domains of Learning
For each of the domains of learning shown below indicate:

A brief summary of the knowledge or skill the course is intended to develop;

A description of the teaching strategies to be used in the course to develop that knowledge or
skill;

The methods of student assessment to be used in the course to evaluate learning outcomes in
the domain concerned.
a. Knowledge
(i)
Description of the knowledge to be acquired
a) Knowledge of basic rules and laws and integration properties
b) skill of derivatives and integration for exponential functions and
algorithmic functions
c) Derived And integrates hyperbolic functions and inverse
hyperbolic functions.
d) Integrates the trigonometric functions
e) Knowledge of integration methods ( by substitutions, parts,
partial fractions,…..)
(ii)
-
Teaching strategies to be used to develop that knowledge
Lectures
Ask questions directly stimulating and varied
Student participation in solving problems on the blackboard
Commissioning students Home work
3
(iii)
Methods of assessment of knowledge acquired
1- Calendar questions at the end of the lecture
2- Sudden oral tests
3- Achievement tests
b. Cognitive Skills
(i)
Description of cognitive skills to be developed
a) To know the main basics of integrations
b) Differentiate between derivation and integration and their
relationship
c) Using trigonometric laws and appropriate identities
d) Being integrations different ways of integration and acquire the
skill to distinguish them
e) To know the relationship between logarithmic and exponential
functions and to know the rules of their derivatives and
integrations
f) To know the hyperbolic and inverse of hyperbolic functions and their
derivatives and integrations
(ii)
Teaching strategies to be used to develop these cognitive skills
a) Raise the spirit of dialogue and discussion among students
b) Ask indirect questions interesting and varied
c) Propose a specific case related topics scheduled, and assigning
students to the work of a collective search around for discussion,
analysis and judgment.
(iii)
Methods of assessment of students cognitive skills
1- Calendar ask questions at the end of the lecture
2- The final evaluation of the results of research done by students,
and involvement in the evaluation process.
3- Achievement tests
c. Interpersonal Skills and Responsibility
(i)
Description of the interpersonal skills and capacity to carry responsibility to be deeloped
a) The ability to form groups and the distribution of tasks
b) Skill supply and dumping in front of others
c) Skill constructive criticism and dialogue and discussion with
others
d) The ability to clearly express an opinion, and accept the opinions
of others
4
(ii)
Teaching strategies to be used to develop these skills and abilities
1- Enhance confidence in the same student and encourage dialogue
and discussion
2- Stir the spirit of cooperation among students
3- Collective commissioning (And an interactive workshop \ Joint bid
Report\ Preparation worksheets ….etc )
(iii)
-
Methods of assessment of students interpersonal skills and capacity to carry responsibility
Request a joint in front of students
The final evaluation of the collective costs and the students
discuss their, and involvement in the evaluation process ,
Measure the response of the student costs
d. Communication, Information Technology and Numerical Skills
(i) Description of the skills to be developed in this domain.
1) Student's ability to use e-mail and employed with the professor
scheduled on the one hand, and with his colleagues on the other hand.
2) The student's ability to access to useful sites on the Internet, in order
to search for specific information and selection.
(ii) Teaching strategies to be used to develop these skills
-
-
. Assign the student to send homework and research via e-mail
Guide students to the best way to get to useful websites, and how
to select the correct information.
Assigning students to browse some of the sites associated with
topics scheduled to Explore
5
(iv)
-
Methods of assessment of students numerical and communication skills
Observation and follow-up
e. Psychomotor Skills (if applicable)
(i) Description of the psychomotor skills to be developed and the level of performance required
No
(ii) Teaching strategies to be used to develop these skills
(iii) Methods of assessment of students psychomotor skills
5. Schedule of Assessment Tasks for Students During the Semester
Assess
ment
Assessment task (eg. essay, test, group project,
examination etc.)
Week due
1
Quarterly tests
Proportion
of Final
Assessment
11 + 12
40 %
2
Activities
By agreement
20 %
3
Final Test
16
40 %
D. Student Support
1.
Arrangements for availability of teaching staff for individual student consultations and academic
advice. (include amount of time teaching staff are expected to be available each week)
Two hour
6
E Learning Resources
1. Required Text(s)
2.
Essential References
1-Swokowski,Olinick,and pence :Calculus ,sixth Edition .John Wiely
& sons ,New York
2-R .E. Larsen and R . P. Hostetler : Calculus with analytic
Geometry , 5th edition, D .C. health and company,1994
3- H . Anton : Calculus with analytic , 4th edition, John Wiely & sons,
New York ,1992.
3- Recommended Books and Reference Material (Journals, Reports, etc) (Attach List)
4-.Electronic Materials, Web Sites etc
Calculus With Analytic Geometry, Seventh Edition
| CD | 121 MB
Calculus fifth edu With Analytic Geometry: Student Solution
Manual ...calculus larson, 0, ‫ كتاب‬calculus and analytic
geometry ‫أمازون دوت كوم‬, ...
university.arabsbook.com/.../32376-Calculus-With-Analytic-GeometrySeventh-Edition-CD-121
5- Other learning material such as computer-based programs/CD, professional standards/regulations
No
F. Facilities Required
Indicate requirements for the course including size of classrooms and laboratories (ie number of seats in
classrooms and laboratories, extent of computer access etc.)
1.
-
Accommodation (Lecture rooms, laboratories,
The size of the hall must be proportionate to the number of
students etc.)
Provide enough seats for students
7
2. Computing resources
1- Hall is equipped with a computer
2- Provide a display projectors and peripherals
3. Other resources (specify --eg. If specific laboratory equipment is required, list requirements or attach
list)
No
G Course Evaluation and Improvement Processes
1
Strategies for Obtaining Student Feedback on Effectiveness of Teaching
-
Work questionnaires to measure the level of student achievement
in decision
2 Other Strategies for Evaluation of Teaching by the Instructor or by the Department
1- Review internal and external developmental
2- Student Assessment of the performance of a professor
scheduled
through questionnaires
3- Student Assessment of the performance of a professor scheduled through
questionnaires
2
-
Processes for Improvement of Teaching
Developing capabilities professor course through training
programs.
Careful teaching aids scheduled
The new follow-up, which was linked to the decision or effective
ways of teaching
Create the right atmosphere for the study
Material and moral incentives
Lecture developmental audit, or workshop lesson Model.
8
4. Processes for Verifying Standards of Student Achievement (eg. check marking by an independent
member teaching staff of a sample of student work, periodic exchange and remarking of tests or a
sample of assignments with staff at another institution)
5 Describe the planning arrangements for periodically reviewing course effectiveness and planning for
improvement.
-
Consult other professors scheduled
Hosting a visiting professor to evaluate the scheduled
Workshops for teachers scheduled
Periodic meetings talented students for the positive and negative aspects in the
decision
Reconsider the vocabulary scheduled every two years in order to cope with the
developments in economic area
9