This document discusses the application of matrices in real life. It defines a matrix as a rectangular array of numbers, real or imaginary, within brackets or parentheses. Matrices are used in various fields such as physics, coding encrypted messages, projecting 3D images onto 2D screens, calculating GDP in economics, and ranking web pages in Google's search algorithm. The document also notes that matrices are applied by scientists to record experiments.

1. Application of
Matrices in
Real Life
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5.Manjura Nidhi of Matrices in Real Life
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Application
1
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2. MATRIX
A matrix is a rectangular array
(arrangement) of numbers real or
imaginary or functions kept inside
braces () or [ ]subject to certain rules
of operations . For Example:
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7. EQUALITY OF MATRICES
Two matrices are EQUAL if both are of same
order and each of the corresponding
element in both matrices is same.
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MATRICES IN REAL LIFE
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In physics related applications, matrices are
applied in the study of electrical circuits,
quantum mechanics and optics.
Matrices and inverse matrices are used for a
programmer for coding or encrypting message.
A message made a sequence of number of binary
format communication its follow code theory for
solving.
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9. MATRICES IN DIMENSIONAL WORK
In computer based application, matrices
play a vital rule in the projection of three
dimensional image into two dimensional
screen creating the realistic seeming
motions.
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10. Matrices in calculating
 Matrices are used in calculating the gross
domestic products in economics which
eventually helps in calculating the goods
production efficiently.
 Matrices are used in many organizations
such as for scientists for recording the their
experiments
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11. Matrices in google search
Stochastic matrices and Eigen vector solver in
the page rank algorithms which are used in the
ranking of page of Google search.
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