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SUBJECT:MATHEMATICS BRANCH:CSM
ROLL NUMBER:22P61A6612 SEECTION:A
YEAR&SEM:1/1
NAME:A SAHAS CHANDRA
Pra topic: applications of matrices in daily life
Topic : matrices used in navigation
Application of matrices are not confined to Mathematics. The concept is widely used in Engineering, Science, andCompute Applications as well.
Matrices are the rectangular array of symbols or numbers that are set in columns and rows. There are 9 types of matrices/matrix. Have a look at
the listed mentioned below:
Column matrix ,Row matrix, Null matrix ,Lower triangular matrix, Diagonal matrix, Upper triangular matrix, Square matrix,Symmetric matrix,
Anti-symmetric matrix.
Matrices are often used in navigation to plot routes and calculate distances. For example, a navigation map can be represented as a matrix,
with each element of the matrix representing a location or point on the map. By analyzing the matrix, a route can be determined that connects
two points on the map. Additionally, the elements of the matrix can be used to calculate the distance between two points on a map.
This allows for more efficient route planning and navigation.

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application of matrices

  • 1. SUBJECT:MATHEMATICS BRANCH:CSM ROLL NUMBER:22P61A6612 SEECTION:A YEAR&SEM:1/1 NAME:A SAHAS CHANDRA Pra topic: applications of matrices in daily life Topic : matrices used in navigation Application of matrices are not confined to Mathematics. The concept is widely used in Engineering, Science, andCompute Applications as well. Matrices are the rectangular array of symbols or numbers that are set in columns and rows. There are 9 types of matrices/matrix. Have a look at the listed mentioned below: Column matrix ,Row matrix, Null matrix ,Lower triangular matrix, Diagonal matrix, Upper triangular matrix, Square matrix,Symmetric matrix, Anti-symmetric matrix. Matrices are often used in navigation to plot routes and calculate distances. For example, a navigation map can be represented as a matrix, with each element of the matrix representing a location or point on the map. By analyzing the matrix, a route can be determined that connects two points on the map. Additionally, the elements of the matrix can be used to calculate the distance between two points on a map. This allows for more efficient route planning and navigation.