Development of matrix algebra
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We often represent a set of nos.(or elements) in the form of a rectangular array of rows and columns for keeping various records.Some illustrations are:
If Arun secures 70 marks in eng,we may express this as [70] or (70) which means that the no. inside[ ] or( ) is the marks obtained by Arum in eng.
Likewise if he secue 70 marks in eng,85 in maths and 80 in statics we may express this as:[70 85 80].
Definition---A matrix is a rectangular array of nos. enclosed by a pair of brackets
[ ] or ( ) subject to certain rules of operation.A set of mn no.a₁₁,a₁₂,.....,amn arranged in a rectangular array of m rows and n columns like
[a₁₁ a₁₂ a₁₃.................a₁n]
[a₂₁ a₂₂ a₂₃.................a₂n]
[........................................]
[am₁ am₂ am₃............amn]..........should be in one third bracket
If Arun secures 70 marks in eng,we may express this as [70] or (70) which means that the no. inside[ ] or( ) is the marks obtained by Arum in eng.
Likewise if he secue 70 marks in eng,85 in maths and 80 in statics we may express this as:[70 85 80].
Definition---A matrix is a rectangular array of nos. enclosed by a pair of brackets
[ ] or ( ) subject to certain rules of operation.A set of mn no.a₁₁,a₁₂,.....,amn arranged in a rectangular array of m rows and n columns like
[a₁₁ a₁₂ a₁₃.................a₁n]
[a₂₁ a₂₂ a₂₃.................a₂n]
[........................................]
[am₁ am₂ am₃............amn]..........should be in one third bracket
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