Web10 feb. 2016 · We have Im(A) = Ker(A) in particular, A(Av) = 0 i.e., A2 = 0. There are some standard 2 × 2 matrices with 0 and 1 such that A2 = 0 .. Take any one of them and compute its image and kernel.. Share Cite Follow answered Feb 10, 2016 at 16:05 user87543 Does it holds for all nilpotent matrices? Im(A) = Ker(A)? – gbox Feb 10, 2016 at 17:38 Web10 uur geleden · It’s great to be a megabank, even in a banking crisis. JPMorgan Chase & Co., the largest bank in the U.S., is thriving in a world of rising interest rates that sank …
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