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*Let n be a positive integer and let Hn be the space of all n x n matrices A = (aij) with entries in R satisfying ajj = ars whenever i+j=r+s( i, j, r, s = 1, 2 ,...,n) then the dimention of Hn, as a vector space over R is* a) nb) n² - n + 1c) 2n + 1d) 2n - 1? for UPSC 2025 is part of UPSC preparation. The Question and answers have been prepared
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*Let n be a positive integer and let Hn be the space of all n x n matrices A = (aij) with entries in R satisfying ajj = ars whenever i+j=r+s( i, j, r, s = 1, 2 ,...,n) then the dimention of Hn, as a vector space over R is* a) nb) n² - n + 1c) 2n + 1d) 2n - 1?, a detailed solution for *Let n be a positive integer and let Hn be the space of all n x n matrices A = (aij) with entries in R satisfying ajj = ars whenever i+j=r+s( i, j, r, s = 1, 2 ,...,n) then the dimention of Hn, as a vector space over R is* a) nb) n² - n + 1c) 2n + 1d) 2n - 1? has been provided alongside types of *Let n be a positive integer and let Hn be the space of all n x n matrices A = (aij) with entries in R satisfying ajj = ars whenever i+j=r+s( i, j, r, s = 1, 2 ,...,n) then the dimention of Hn, as a vector space over R is* a) nb) n² - n + 1c) 2n + 1d) 2n - 1? theory, EduRev gives you an
ample number of questions to practice *Let n be a positive integer and let Hn be the space of all n x n matrices A = (aij) with entries in R satisfying ajj = ars whenever i+j=r+s( i, j, r, s = 1, 2 ,...,n) then the dimention of Hn, as a vector space over R is* a) nb) n² - n + 1c) 2n + 1d) 2n - 1? tests, examples and also practice UPSC tests.