R\" and T2: R\" R\" be linear transformations such that T1T2 is bijective. Then (a) RankT1 = n and Rank T2 =m (b) Rank Ti = m and Rank T2 n (c)Ranki"> r\" and t2: r\" r\" be linear transformations">
Gokul posted an Question
November 14, 2020 • 21:52 pm 30 points
  • IIT JAM
  • Mathematics (MA)

Q 85. for n# m, let tı: r" > r" and t2: r" r" be linear transformations such that t1t2 is bijective. then (a) rankt1 = n and rank t2 =m (b) rank ti = m and rank

Q 85. For n# m, let Tı: R" > R" and T2: R" R" be linear transformations such that T1T2 is bijective. Then (a) RankT1 = n and Rank T2 =m (b) Rank Ti = m and Rank T2 n (c)Ranki =n and Rank T2 =n (d) Rank'1 = m and Rank T2 = m

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