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If `A=[cosalphasinalpha-sinalphacosalpha]` is such that `A^T=A^(-1),fin dalpha` (Doubtnut) View |
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#jjmathsacademy #12th #maths ex 1.1 sum 14 (JJmathsacademy) View |
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If `A=[[cosalpha,sinalpha],[-sinalpha,cosalpha]]` then prove that `A A^'=I` Hence find `A^(-1)`... (Doubtnut) View |
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If A = `[(cosalpha, sinalpha),(-sinalpha,cosalpha)]` prove that, A`A^(')` = I. Hence, find `A^(-1)`. (Doubtnut) View |
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Let `A = [[cos alpha, -sin alpha],[sin alpha, cos alpha]]` and `A^(32) = [[0, -1] (Doubtnut) View |
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Class 12th solutions of exercise (lecture X8(4)) (MATHS RAY TUTORIAL UDHAMPUR (MRTU)) View |
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If `F(x)=[cosx-sinx0sinxcosx0 0 0 1]` , show that `F(x) F(y) = F(x + y)` .... (Doubtnut) View |
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[Fr] BN - Fin construction de la cite (T1). (ClanBadNeighbor) View |
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यदि `A (alpha) =[(cos alpha (Doubtnut) View |
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Käyttäjän th1fin PS4-live-lähetys (DOCTOR FEELGOOD) View |