Tire Need of Mathematics in' Geography
LUIS I'BEILE, DepariBlnt 01 Geographr, UmenltJ of Ok1aJloma
The existence of the world Is'a natural phenonmenon which Is difficult
to define In terms of four dimensions. The investigation of the nature of our
planet Is a human attempt, which is expressed in many different criteria,
one ot which Is geography. .
To the geographer, his 'field is the descriptive science of space area..
Such a det1n1tlon gives rOQID for both qualitative and quantitative aspects
which are combined necessarily, by nature of the geographer's quest.
The intensity with which the quantitative aspect, that is to say, the
scientific method as used in geography, Is limited to a level far below that
ot the qualltatlve intensity.
The author agrees with the contemporary Italian and German schools
of geography, which stress rightfully the importance of science in
geographical investigations and teachings.
Considering the method of investigation, the science fields in geography
are three:
(1.) The 8cien<:e of the planet,
(2.) The science of relationships, (nature to nature, nature to man,
and man to nature),
(3.) The science of distributions (phenomena in cultural or natural
occurance).
In these three levels, sdence has mathematics as a common language
because it has a spontaneous response from the physical world that is
stUdied. As is for all sciences, mathematics is needed by the geographer
to help coordinate those experiences which the qualitative criteria is
unable to bring to a complete logical system. For it is mathematics, the
technique par excellance, that implements a comprehensive order in the
knOWledge of some fields in geography.
Upon assuming a quantitative attitude, the geographer realizes that
human scientists are operating in a three dimensional space and therefore must apply themselves to some system of scientifi<: induction, deduction and conclusion, all of which are performed mathematically.
To insure the geographer's scientific success a simple procedure Is
here presented, namely the order of scientific procedure in geography:
The difference of maths and geography is maths is more better than geography
The uses of Sin, Cos etc. in Maths is in relation to Trigonometry. Trigonometry is the study of the relationship between angles and lengths of triangles.
Whats the difference between maths lit and pure maths
The gun that measures angles are called "clinometers". We used them in Geography and maths as well! :)
uvula is basicaly smaller sinkholes that form a compoud sinkholes
cause you have to do measuments in geography and you do it in matth as well
The difference of maths and geography is maths is more better than geography
most of the scientific studies and researches can't be done without mathemetical calculations.any science whether it may be physics chemistry, history, geography, sociology.economics depends totally upon maths.
YES
The maths. Otherwise nothing much!
maths is every where but if we go on checking maths is also in instruments as for tuinig gutir we need to count how many times do we have to make the key move round. thats why i thing that maths is every where.
The uses of Sin, Cos etc. in Maths is in relation to Trigonometry. Trigonometry is the study of the relationship between angles and lengths of triangles.
maths - graphs, shapes, algebra, numbers and measurements geography - world, earth&atmosphere, tourism, natural disasters and money e.t.c
Linear Analysis is a technique used in statistics to determine the constant relationship between two variables.
Geography and Maths
they are maths physics geography and english
Population of a country is a of civics and needs maths to understand it. The ratio of female and male population needs ratio and proportion of maths. Price rise, ratio of unemployed people and employment opportunities, area of a country and population, etc. needs maths to understand.