In lower triangular matrix of order `nxxn`. Find (i) Minimum number of zeroes. (ii) Maximum num...

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Minimum zeroes and maximum distinct entries in lower triangular matrix Minimum zeroes and maximum distinct entries in lower triangular matrix
The minimum number of zeros in a triangular matrix ( upper or lower) of order n x n is n(n-1)/2. The minimum number of zeros in a triangular matrix ( upper or lower) of order n x n is n(n-1)/2.
#minimum number of zeroes in triangular matrix class 12 . #minimum number of zeroes in triangular matrix class 12 .
JEE Must-Know: Triangular Matrices Simplified! JEE Must-Know: Triangular Matrices Simplified!
The minimum number of zeros in anupper triangular matrix of order \(n \times n ,\) is The minimum number of zeros in anupper triangular matrix of order \(n \times n ,\) is
Matrix lecture 6 | lower triangular matrix | triangular matrix | engineering mathematics Matrix lecture 6 | lower triangular matrix | triangular matrix | engineering mathematics
12th Math Matrices Lower Triangular Matrix MCQ 12th Math Matrices Lower Triangular Matrix MCQ
Lower Triangular Matrix II Upper Triangular matric II types of Matrix #matrix #matrixclass12#shorts Lower Triangular Matrix II Upper Triangular matric II types of Matrix #matrix #matrixclass12#shorts