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Mathematics | Definition, History, & Importance

Mathematics | Definition, History, & Importance

Mathematics is a science structure complying order, relationship. Mathematics has evolved around elements of practices, counting, measuring and describing of shapes. Archimedes is considered as the father of mathematics. Archimedes is also considered as inventor and discoverer. The earliest evidence of written mathematics dates back to the ancient Sumerians. Sumerians built the earliest civilization in Mesopotamia. In the modern world Mesopotamia is situated in modern day Iraq. Mesopotamians developed a complex system of metrology from 3000 BC. Some ancient Indian civilizations had complex mathematics structure. Aryabhata, Assignment Help an Indian mathematician is also considered as the discoverer of zero. Without zero, complex mathematics get used in modern time would not be possible.  

Full form of mathematics

Mathematics is the most important tool of human knowledge. Without obtaining proper mathematical knowledge human development was not possible. The full form of mathematics is explained in the following paragraphs.

  • · M – Miracle of nature
  • · A – Art of arithmetic
  • · T – Tool of knowledge
  • · H - Habit of problem solving
  • · E – Evaluation of problem solving
  • · M – Magic of numbers
  • · T – Tool of knowledge
  • · I – Ideas of intellect
  • · C – Creativity of algebra
  • · S – Science of learning

Four types of mathematics

Mathematics has many branches. Though, primarily mathematics can be bifurcated among four main branches. Accounting Assignment Help These branches of mathematics are algebra, number theory, geometry and arithmetic. These primary branches of mathematics are described in the following paragraphs in an exhaustive manner:

  • · Algebra – Algebra is an important branch of mathematics. Similar to other branches of mathematics, algebra uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Algebra can be further divided into sub-branches of abstract algebra, commutative algebra, elementary algebra and linear algebra. Algebra uses variables such as X, Y or Z. 

Number theory – Number theory is an important branch of mathematics. Similar to other branches of mathematics, number theory uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. economics assignment help Number theory is devoted primarily to the study of integer valued function and integers. Number theory is considered as higher arithmetic.  

  • · Geometry – Geometry is an important branch of mathematics. Similar to other branches of mathematics, Geometry uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Geometry is one of the oldest branches of mathematics. Geometry is concerned about properties of space. Space in geometry get defined in shape, size or distance.  
  • · Arithmetic - Arithmetic is an important branch of mathematics. Similar to other branches of mathematics, Arithmetic uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Arithmetic is a term derived from the language Greek. Greek word Arithmos or number refers to the elementary aspects of the theory of numbers used in mathematics. Arithmetic is an art of mensuration or measurement and numerical computation of problem solving.  

Mathematics in simple

Mathematics is the most common science of structure, space, study quality and change. Mathematics derives solution from patterns. Mathematics formulate new conjectures by using rigorous deductions. Mathematics seek out patterns appropriately by choosing definitions and axioms. In simple words mathematics help in daily activities such as counting, record keeping etc. Paper help These simple uses of mathematics can be explained with the following paragraphs:

For an example a person earns wage of $ 10 on each day. The same person’s daily expenses are $ 6. Hence, this person saves $ 4 on each day. Mathematical method of subtraction got used in this evaluation. Further, this person invests all saving into bank account with an annual interest rate of 2% per month. In other words, this percentage term is also a mathematical derivation. Percentage is the part of every 100 units or it can be said that, bank will provide $ 2 for each $ 100 savings. Hence, by savings in bank account, the person is will accumulate $ 120 in each month. The derivation of $ 120 has been obtained by multiplication method of mathematics. Extending the example, if the person, divides his monthly savings among two of his friends, then using the division method of mathematics, $ 60 will be divided among his friends.

Also Read:- assignment answers | nunavut payroll tax assignment

Seven strands of mathematics

Seven standards of mathematics are number theory, algebra, geometry, arithmetic, combinatorics, topology and mathematical analysis. These seven standards of mathematics are explained in the following paragraphs in an exhaustive manner:

  • · Number theory – Number theory is an important standard that get used in mathematics. Without number theory pure mathematics cannot get initiated. Number theory is used for divisibility tests. Number theory is important as it defines the beneath relationship among each number counted among 0 to infinite. Computer software largely use number theory to make calculations. 
  • · Algebra – Algebra is an important standard that get used in mathematics. Without algebra space cannot get measured. Algebra solves complex situations arise in space. 
  • · Geometry – Geometry is an important standard that get used in mathematics. Without geometry structure of space cannot get measured. Geometry helps in determining distance and relationship among things in different locations. 
  • · Arithmetic – Arithmetic is an important standard that get used in mathematics. Without arithmetic pure mathematics cannot get initiated. Arithmetic studies properties of traditional operations. 
  • · Combinatorics – Combinatorics is an important standard that get used in mathematics. Without number theory pure mathematics cannot get completed. Combinatorics analyses and formulates various algorithms.  
  • · Topology – Topology is an important standard that get used in mathematics. Without Topology pure mathematics cannot get initiated. Topology get used in different branches of mathematics such as differentiable equations, knot theory, Riemann surfaces etc.
  • · Mathematical analysis – Mathematical analysis is an important standard that get used in mathematics. Without mathematical analysis pure mathematics cannot get initiated. Mathematical analysis get used in all other branches and sub-branches of mathematics. 

Ref:- Mathematics | Definition, History, & Importance
Mathematics is a science structure complying order, relationship. Mathematics has evolved around elements of practices, counting, measuring and describing of shapes. Archimedes is considered as the father of mathematics. Archimedes is also considered as inventor and discoverer. The earliest evidence of written mathematics dates back to the ancient Sumerians. Sumerians built the earliest civilization in Mesopotamia. In the modern world Mesopotamia is situated in modern day Iraq. Mesopotamians developed a complex system of metrology from 3000 BC. Some ancient Indian civilizations had complex mathematics structure. Aryabhata, Assignment Help an Indian mathematician is also considered as the discoverer of zero. Without zero, complex mathematics get used in modern time would not be possible.  
Full form of mathematics
Mathematics is the most important tool of human knowledge. Without obtaining proper mathematical knowledge human development was not possible. The full form of mathematics is explained in the following paragraphs.
· M – Miracle of nature
· A – Art of arithmetic
· T – Tool of knowledge
· H - Habit of problem-solving
· E – Evaluation of problem-solving
· M – Magic of numbers
· T – Tool of knowledge
· I – Ideas of intellect
· C – Creativity of algebra
· S – Science of learning
Four types of mathematics
Mathematics has many branches. Though, primarily mathematics can be bifurcated among four main branches. Accounting Assignment Help These branches of mathematics are algebra, number theory, geometry and arithmetic. These primary branches of mathematics are described in the following paragraphs in an exhaustive manner:
· Algebra – Algebra is an important branch of mathematics. Similar to other branches of mathematics, algebra uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Algebra can be further divided into sub-branches of abstract algebra, commutative algebra, elementary algebra and linear algebra. Algebra uses variables such as X, Y or Z.
Number theory – Number theory is an important branch of mathematics. Similar to other branches of mathematics, number theory uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. economics assignment help Number theory is devoted primarily to the study of integer valued function and integers. Number theory is considered as higher arithmetic.  
· Geometry – Geometry is an important branch of mathematics. Similar to other branches of mathematics, Geometry uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Geometry is one of the oldest branches of mathematics. Geometry is concerned about properties of space. Space in geometry get defined in shape, size or distance.  
· Arithmetic - Arithmetic is an important branch of mathematics. Similar to other branches of mathematics, Arithmetic uses mathematical methods such as division, multiplication, subtraction and addition. These methods help in deriving the solution of problems or situations in the form of mathematical expressions. Arithmetic is a term derived from the language Greek. Greek word Arithmos or number refers to the elementary aspects of the theory of numbers used in mathematics. Arithmetic is an art of mensuration or measurement and numerical computation of problem solving.  
Mathematics in simple
Mathematics is the most common science of structure, space, study quality and change. Mathematics derives solution from patterns. Mathematics formulate new conjectures by using rigorous deductions. Mathematics seek out patterns appropriately by choosing definitions and axioms. In simple words mathematics help in daily activities such as counting, record keeping etc. Paper help These simple uses of mathematics can be explained with the following paragraphs:
For an example a person earns wage of $ 10 on each day. The same person’s daily expenses are $ 6. Hence, this person saves $ 4 on each day. Mathematical method of subtraction got used in this evaluation. Further, this person invests all saving into bank account with an annual interest rate of 2% per month. In other words, this percentage term is also a mathematical derivation. Percentage is the part of every 100 units or it can be said that, bank will provide $ 2 for each $ 100 savings. Hence, by savings in bank account, the person is will accumulate $ 120 in each month. The derivation of $ 120 has been obtained by multiplication method of mathematics. Extending the example, if the person, divides his monthly savings among two of his friends, then using the division method of mathematics, $ 60 will be divided among his friends.
Also Read:- assignment answers | nunavut payroll tax assignment
Seven strands of mathematics
Seven standards of mathematics are number theory, algebra, geometry, arithmetic, combinatorics, topology and mathematical analysis. These seven standards of mathematics are explained in the following paragraphs in an exhaustive manner:
· Number theory – Number theory is an important standard that get used in mathematics. Without number theory pure mathematics cannot get initiated. Number theory is used for divisibility tests. Number theory is important as it defines the beneath relationship among each number counted among 0 to infinite. Computer software largely use number theory to make calculations.
· Algebra – Algebra is an important standard that get used in mathematics. Without algebra space cannot get measured. Algebra solves complex situations arise in space.
· Geometry – Geometry is an important standard that get used in mathematics. Without geometry structure of space cannot get measured. Geometry helps in determining distance and relationship among things in different locations.
· Arithmetic – Arithmetic is an important standard that get used in mathematics. Without arithmetic pure mathematics cannot get initiated. Arithmetic studies properties of traditional operations.
· Combinatorics – Combinatorics is an important standard that get used in mathematics. Without number theory pure mathematics cannot get completed. Combinatorics analyses and formulates various algorithms.  
· Topology – Topology is an important standard that get used in mathematics. Without Topology pure mathematics cannot get initiated. Topology get used in different branches of mathematics such as differentiable equations, knot theory, Riemann surfaces etc.
· Mathematical analysis – Mathematical analysis is an important standard that get used in mathematics. Without mathematical analysis pure mathematics cannot get initiated. Mathematical analysis get used in all other branches and sub-branches of mathematics.
Ref:- https://oldgit.herzen.spb.ru/snippets/1893
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Essay help

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