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EVERY DAY APPLICATION OF
FUNCTIONS & RELATIONS
GROUP 2 XI ‘A’
 You never have more than one
amount of money at any time
because you can always add
everything to give one total
amount. By understanding how
your money changes over time,
you can plan to spend your
money sensibly. Businesses
find it very useful to plot the
graph of their money over time
so that they can see when they
are spending too much.
Money as a function of time !
 Temperature is a very
complicated function because it
has so many inputs, including:
the time of day, the season, the
amount of clouds in the sky, the
strength of the wind, where
you are and many more. But
the important thing is that
there is only one temperature
output when you measure it in
a specific place.
Temperature as a function of various
factors !
 You can never be in two places
at the same time. If you were
to plot the graphs of where
two people are as a function
of time, the place where the
lines cross means that the two
people meet each other at
that time. This idea is used in
logistics, an area of
mathematics that tries to plan
where people and items are
for businesses
Location as a function of time !
 Because of its very general or abstract nature, set theory has many
applications in other branches of mathematics. In the branch called
analysis, of which differential and integral calculus are important
parts, an understanding of limit points and what is meant by the
continuity of a function are based on set theory. The algebraic
treatment of set operations leads to boolean algebra, in which the
operations of intersection, union, and difference are interpreted as
corresponding to the logical operations "and," "or," and "not,"
respectively. Boolean algebra in turn is used extensively in the
design of digital electronic circuitry, such as that found in
calculators and personal computers. Set theory provides the basis
of topology, the study of sets together with the properties of
various collections of subsets.
Application of Set Theory !
Thank You ! !

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Every day application of functions and relations

  • 1. EVERY DAY APPLICATION OF FUNCTIONS & RELATIONS GROUP 2 XI ‘A’
  • 2.  You never have more than one amount of money at any time because you can always add everything to give one total amount. By understanding how your money changes over time, you can plan to spend your money sensibly. Businesses find it very useful to plot the graph of their money over time so that they can see when they are spending too much. Money as a function of time !
  • 3.  Temperature is a very complicated function because it has so many inputs, including: the time of day, the season, the amount of clouds in the sky, the strength of the wind, where you are and many more. But the important thing is that there is only one temperature output when you measure it in a specific place. Temperature as a function of various factors !
  • 4.  You can never be in two places at the same time. If you were to plot the graphs of where two people are as a function of time, the place where the lines cross means that the two people meet each other at that time. This idea is used in logistics, an area of mathematics that tries to plan where people and items are for businesses Location as a function of time !
  • 5.  Because of its very general or abstract nature, set theory has many applications in other branches of mathematics. In the branch called analysis, of which differential and integral calculus are important parts, an understanding of limit points and what is meant by the continuity of a function are based on set theory. The algebraic treatment of set operations leads to boolean algebra, in which the operations of intersection, union, and difference are interpreted as corresponding to the logical operations "and," "or," and "not," respectively. Boolean algebra in turn is used extensively in the design of digital electronic circuitry, such as that found in calculators and personal computers. Set theory provides the basis of topology, the study of sets together with the properties of various collections of subsets. Application of Set Theory !