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algebra linear

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algebra linear Empty algebra linear

Mensagem por *bebelo34 Seg 28 Mar 2016, 23:48

1) considerar, no algebra linear V6mpqW5ubmFhYVRUVEZGRjg4OCgoKAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAYABAAAARoEMhJKwgrr2B7XYM0LF4JkBNqmoKaLsehLYVQjXaXHKGEGJQMsGNA9CQZyyL3cQF+llZnkbgIWjXkRHpDIDQGQjDU4lSKAAEHOsFkzM2gc5V8rSgDtiQx9wwOVSkKVX1yMXUCBjKFEhEAOwAAAAAAAAAAAA==, as base A = {(1,0,0), (0,1,0) ,(0,0,1)} e B = {(1,0,-1) ,(0,1,-1) ,(-1,1,1)}

a) Determinar a matriz M de mudança de base de A para B.

b) Calcular algebra linear V6mpqW5ubmFhYVRUVEZGRgAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAYAA8AAARXEKQUgE02621FItjFjVkiDKFErpJQsmTqbYkx3UnhiteupZaBoVAaAFAjYDAVuFU4ymOUhMwMChRYpnDAJRDazEwjJIabT+t0NCavNyiCxpOFTWxeHyACADsAAAAAAAAAAAA=sabendo que algebra linear V6mpqW5ubmFhYVRUVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAYAA8AAARJEACEgpw36ywQQRe4jRIiDCJGrma4sldHymPajsZBIgOAzgaDYBSgVHaD32smSi0zRYvqmfG4qLGCEWHAhnpXL++ipFIMNrQoAgA7AAAAAAAAAAAA = (1,2,3)

c) Calcular algebra linear V6mpqW5ubmFhYVRUVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAYAA8AAARJEACEgpw36ywQQRe4jRIiDCJGrma4sldHymPajsZBIgOAzgaDYBSgVHaD32smSi0zRYvqmfG4qLGCEWHAhnpXL++ipFIMNrQoAgA7AAAAAAAAAAAA sabendo que algebra linear V6mpqW5ubmFhYVRUVEZGRgAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAYAA8AAARXEKQUgE02621FItjFjVkiDKFErpJQsmTqbYkx3UnhiteupZaBoVAaAFAjYDAVuFU4ymOUhMwMChRYpnDAJRDazEwjJIabT+t0NCavNyiCxpOFTWxeHyACADsAAAAAAAAAAAA= = (7,-4,6)

*bebelo34
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