Tuesday, 16 September 2014

MATHEMATICS AND ITS RELATIONSHIP WITH OTHER SUBJECTS


MATHEMATICS WITH SCIENCE
The knowledge and skills students engage within the various dimensions of mathematics support students in their studies of all aspects of science. In science students use measurement and number concepts particularly in data collection estimation of error analysis and modes of reporting. The mathematics domain supports students in developing number handling skills.
To collect the records interpret and display data appropriately, looking for patterns, drawing conclusions and making generalizations. Predictions for further investigations, extrapolations and interpolations may be made from their own experimental results or from reliable second and data.
MATHEMATICS WITH ARTS
The arts and mathematics involve students understanding of relationships between time and space, rhythm and line through the experience of these abstract concepts in various arts forms and mathematical ideas. Mathematically related aesthetic considerations, such as the golden ratio, are used across visual, performing and multi-modal arts forms.

MATHEMATICS WITH CIVICS AND CITIZENSHIP
The concepts developed in the study of mathematics are applicable to a range of civic and citizenship understandings. Mathematical structure and working play essential roles in key aspects of our society as well as key civics concepts. Particular aspects of civics and citizenship require mathematical understanding, including concepts of majority rule, absolute majority, one vote one value representation and proportional voting systems.

MATHEMATICS WITH COMMUNICATION
Mathematics structure and working mathematically play essential roles in understanding natural and human worlds. Developments of the languages of mathematics are crucial to its practical application. Students learn to use the language and concepts of mathematics both within the discipline itself and also its applications to modelling and problem solving across the other domains. In this process they employee a range of communication tools for illustrating relationships and displaying results such as Venn diagrams and tree diagrams.
MATHEMATICS AND PHYSICS

All the physical laws, laws of motion, laws of lever and pulleys, laws of refraction and reflection, laws of magnetization, laws of  electric current  movement of the earth and planets and law of quantum energy can only by understood and applied with the  help of the understanding of Mathematics.
The lenses and other equipment’s used in microscope, telescope, photographic camera movie can only be made useful and workable with the help of intensity, power andarrangement decided by the basic principles of Mathematics.

MATHEMATICS AND CHEMISTRY
             The Study of compounds, mixtures, laws of chemical combination and the study of molecular or atomic structures, chemical names of formula and chemical equations all are based on the laws of Mathematics. In the preparation of different gases and chemical products like bleaching powder, salts, acids, medicines and other day to use products, we need exact measurements in terms of weight, ratios and other calculations.
         In this way it is no exaggeration in saying that Mathematics is used in the study of chemistry right from a petty chemical reaction to the preparation of chemical fuels of modern rockets and bombs.

MATHEMATICS  AND  BOTANY – ZOOLOGY
        The cellular construction of animals and vegetables, heredity, process of reproduction, balanced diet and similar other topics need the knowledge of Mathematics. In any organism if we try to study the anatomical structure and pattern of definite growth and development, we have to take the help of the subject Mathematics. The graphs and statistical concepts used in these branches can also reveal the need of Mathematics or Geometry.
MATHEMATICS AND MEDICAL SCIENCE

In preparation of the doses of medicines one has to take it toaccount the mechanism of measurement which is not possiblewithout Mathematics.
MATHEMATICS AND ENGINEERING

Mathematics is the base of all the Engineering, Surveying and measurements which help the Science of Engineering. To construct large bridges, plan the network of canals and dams, extend railway lines across the wide forests and lofty mountains, control the floods and establish the heavy industry.
Actually the relationship between Mathematics and Science is just like the relationship between the body and its soul. Body (science) has no meaning without its soul (Mathematics).

MATHEMATICS WITH ENGLISH
Mathematics, including the use of conjectures and proof, has clear links to the development of structures and coherent argument in speaking writing. Mathematical structure is strongly related to semantics syntax and language and to the use of propositions and quantifiers embedded in principled argument in natural languages.

MATHEMATICS WITH HEALTH AND PHYSICAL EDUCATION
In health and physical education, mathematics provides tools and procedures which can be used to model situations and solve problems in areas such as:
1. Scoring different sporting events involving time distance, weight and number as variables.
2. Calculating percentage improvement in results from data collected through fitness testing or performance in physical activities.

MATHEMATICS WITH HUMANITIES-ECONOMICS
The economics and mathematics are related through the use of mathematics to model a broad range of economic, political and social phenomena. Examples include the use of statistical modelling and analysis in a census, sampling populations to predict election outcomes, and modelling and forecasting economic indicators such as the consumer price index and business confidence.

MATHEMATICS WITH  GEOGRAPHY
The application of mathematical skills plays a key role in financial literacy, in particular the use of ratio, proportion and percentage in related calculations such as percentage increase or decrease in price of a commodity or personal income. Mathematics provides the basis of measurement, scale and spatial representation used in maps and plans. Geography also uses the concepts of direction, length, angle and bearing, gradient and contour and area.


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