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Real life Application of maximum and minimum
Daffodil International University
Submitted By :-
 N H M Ahsanul gani Faysal. (171-35-220)
 Niloy Biswas (171-35-225)
 Moniruzzaman Roni (171-35-223)
 Tanvir islam (171-35-239)
 Mahmudul Islam (171-35-218)
Submitted To :-
 Ms. Masuma Parvin.
Lecturer
Department of G.E.D.
Daffodil international university.
Content
 Definition of maximum and minimum values.
 Somethings about this.
 Use in physics .
 Use in chemistry.
 Use in Space station.
 Use in Architecture.
 Use in Economics.
 Use in Aircraft.
Definition of maximum and minimum value
In mathematics, maximum and minimum if a function, known collectively as extrema are the largest
and smallest value of the function.
A = [10, 20, 30, 40, 50, 60, 70, 80, 90, 100]
B = [10, 20,30, 40, 50, 60, 70, 80, 90, 100]
Something's about this
Use in physics
We have used the maxima of wave
function and radial probability distribution
functions to determine where an electron
is most likely to be found in any given
orbital
Use in Chemistry
A NASA engineer working on the next
generation space shuttle studies a function
that computes the pressure acting on the
shuttle at a given altitude. The absolute
maximum of this function represents the
pressure that the shuttle must be designed
to sustain.
Use in Space station
Use in architecture
High speed VLSI architecture fir finding the maximum / minimum value:-
maximum and minimum values are highly demanded in
the fields of K-best MIMO detector
The place and route result using a TSMC 90-nm CMOS
technology.
It is achieves on average a 3.6x maximum faster speed
and minimum 1.3x minimum faster speed performance
compared to the existing partial sorting architecture .
So this is the use of maximum and minimum in architecture.
Use in Economics
For example, the govt. may set a maximum and minimum price of bread bdt. 5tk. Or a maximum price of a weekly
rent bdt 100tk. Now the matter is that-
1) If the maximum price is set above the equilibrium price then it will have no effect.
2) But if the maximum price is set below the equilibrium price then it cause a shortage demand.
The govt. or an industry regulator can set a maximum or minimum price to prevent the market price from
rising above a certain level.
 To be effective, a maximum price has to be set below the free market price.
 One example might be when shortage of food stuffs threatens large rises in the free market price.
 Other example include rent controls on properties likes the system of rent controls in manhattan in the
United states.
 A maximum price seeks to control the price on behalf of the govt. about what the price should be.
Use in Aircraft
Real life Application of maximum and minimum
Real life Application of maximum and minimum
Real life Application of maximum and minimum

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Real life Application of maximum and minimum

  • 2. Daffodil International University Submitted By :-  N H M Ahsanul gani Faysal. (171-35-220)  Niloy Biswas (171-35-225)  Moniruzzaman Roni (171-35-223)  Tanvir islam (171-35-239)  Mahmudul Islam (171-35-218) Submitted To :-  Ms. Masuma Parvin. Lecturer Department of G.E.D. Daffodil international university.
  • 3. Content  Definition of maximum and minimum values.  Somethings about this.  Use in physics .  Use in chemistry.  Use in Space station.  Use in Architecture.  Use in Economics.  Use in Aircraft.
  • 4. Definition of maximum and minimum value In mathematics, maximum and minimum if a function, known collectively as extrema are the largest and smallest value of the function. A = [10, 20, 30, 40, 50, 60, 70, 80, 90, 100] B = [10, 20,30, 40, 50, 60, 70, 80, 90, 100]
  • 7. We have used the maxima of wave function and radial probability distribution functions to determine where an electron is most likely to be found in any given orbital Use in Chemistry
  • 8. A NASA engineer working on the next generation space shuttle studies a function that computes the pressure acting on the shuttle at a given altitude. The absolute maximum of this function represents the pressure that the shuttle must be designed to sustain. Use in Space station
  • 9. Use in architecture High speed VLSI architecture fir finding the maximum / minimum value:- maximum and minimum values are highly demanded in the fields of K-best MIMO detector The place and route result using a TSMC 90-nm CMOS technology. It is achieves on average a 3.6x maximum faster speed and minimum 1.3x minimum faster speed performance compared to the existing partial sorting architecture . So this is the use of maximum and minimum in architecture.
  • 10. Use in Economics For example, the govt. may set a maximum and minimum price of bread bdt. 5tk. Or a maximum price of a weekly rent bdt 100tk. Now the matter is that- 1) If the maximum price is set above the equilibrium price then it will have no effect. 2) But if the maximum price is set below the equilibrium price then it cause a shortage demand.
  • 11. The govt. or an industry regulator can set a maximum or minimum price to prevent the market price from rising above a certain level.  To be effective, a maximum price has to be set below the free market price.  One example might be when shortage of food stuffs threatens large rises in the free market price.  Other example include rent controls on properties likes the system of rent controls in manhattan in the United states.  A maximum price seeks to control the price on behalf of the govt. about what the price should be.