1. FUNDAMENTAL NUMERACY
MEANING OF MATHEMATICS
• Mathematics is the science and study of quality, structure, space, and change. Through abstraction and logical
reasoning mathematics evolved from counting, calculation, measurement, and the systematic study of the
shapes and motions of physical object.
• Mathematics is useful for solving problem that occur in the real world
• Mathematics includes the study of :
1. Numbers: How things can be counted.
2. Structure: How things are organized. This subfield is usually called algebra
3. Place: Where things are and their arrangement. This subfield is usually called geometry
4. Change: How things become different. This subfield is usually called analysis.
• Mathematics is very useful in everyday life. Here are some tasks for which math is important :
1. Managing time: Keeping a track of time is very important to do all you love to do.
2. Budgeting: Managing money, understanding discounts, and buying for the best price.
2. AIMS AND
OBJECTIVE OF
MATHEMATICS
• The aims of teaching and learning mathematics are to encourage
and enable students to recognize that mathematics permeates
the world around us.
• Appreciate the usefulness, power and beauty of mathematics.
• Enjoy mathematics and develop patience and persistence when
solving problems.
• Understand and be able to use the language, symbols and
notation of mathematics.
• Develop mathematical curiosity and use inductive and deductive
reasoning when solving problems.
• Become confident in using mathematics to analyze and solve
problems both in school and in real-life situations.
• Develop the knowledge, skills and attitudes necessary to pursue
further studies in mathematics.
• Develop abstract, logical and critical thinking and the ability to
reflect critically upon their work and the work of others.
• Develop a critical appreciation of the use of information and
communication technology in mathematics.
3. Aim of teaching mathematics
PRACTICAL AIM SOCIAL AIM DISCIPLINARY
AIM
CULTURAL AIM
5. Social aims
Develop the individual to understand &
participate in general social & encounter life.
Help the pupil acquire social and moral values.
Helps in formation of social laws and social order.
Provide knowledge of adjusting with the society.
Help the pupil interpret social and economic
phenomena.
6. Disciplinary
aim
Enable the learners to exercise and
discipline mental faculties.
Help in intelligent use of reasoning
power.
Develop the character through
systematic and orderly habits.
Help the learner to be original and
creative.
To help the individual to become self-
reliant and independent.
7. Cultural aims
Enable to appreciate the role played by the
mathematics in cultural traditions.
Enable
Provide mathematical ideas, aesthetic,
intellectual enjoyment and satisfaction for
creative expression.
Provide
Develop an aesthetic awareness of mathematical
shapes and pattern in the nature.
Develop
8. Objectives
Directed towards aims
Short – term goals.
Attainable within the educational system.
Steps towards the realization of the aims.
Specific, precise & observable.
Vary from course to course.
Specific for each course originate from the aims.
9. Importance
and need to
teach
mathematics
IMPORTANCE
• Develops the ability to transfer the mathematical type of thinking
& reasoning to daily life situations.
• Clear understanding of laws of nature.
• Helps to appreciate the applications of mathematics for the
scientific & technological advancement
• Inculcates a good deal of self – reliance, self – confidence,
tolerance & open – mindedness.
• Essential element of communications.
• Powerful tool in the hands of the learners.
• Develops logical thinking & reasoning critical mind & creative
imagination.
• Helps to think alternative methods of solving problems.
10. Need
• It is the only subject that encourage & develops logical thinking.
• Help the students to discriminate between essential & non – essentials.
• Knowledge to face the challenges of the modern technological society.
• Essential to face the challenge of the modern technological society.
• Helps to apply mathematical concepts & theorems to new situations.