The minimum number of zeros in anupper triangular matrix of order \(n \times n ,\) is

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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 .
In an upper triangular matrix A=[a_i n]_n the elements a_i j=0 for(A) ij (B) i=j (C) ij (D) i ≤ j... In an upper triangular matrix A=[a_i n]_n the elements a_i j=0 for(A) ij (B) i=j (C) ij (D) i ≤ j...
If the minimum number of cyphers in an upper triangle matrix of order n is 5050, then the order ... If the minimum number of cyphers in an upper triangle matrix of order n is 5050, then the order ...
In lower triangular matrix of order `nxxn`. Find (i) Minimum number of zeroes. (ii) Maximum num... In lower triangular matrix of order `nxxn`. Find (i) Minimum number of zeroes. (ii) Maximum num...
In an upper triangular matrix \(\mathrm{A}=\left[a_{i j}\right]_{n \times n}\) the element \(a_{i... In an upper triangular matrix \(\mathrm{A}=\left[a_{i j}\right]_{n \times n}\) the element \(a_{i...
True or FalseIf A and B are n \times n lower triangular matrices, then AB is also ... | Plainmath True or FalseIf A and B are n \times n lower triangular matrices, then AB is also ... | Plainmath
The matrix A = (a_ij)_(m×n) is called an upper triangular matrix if: The matrix A = (a_ij)_(m×n) is called an upper triangular matrix if: