Ativid Álgebra Linear

DIRETRIZES Todos os passos intermediários necessários para se obter a resposta final devem ser mostrados O critério de avaliação adotado é baseado na quantidade de passos corretos realizados J2 1110910729 289610729 2123010729 0 u2 Jav2 u2 11109 2896 21230 0 sqrt1110922896221230202 u2 11109sqrt582509597 2896sqrt582509597 21230sqrt582509597 0 3 v3 x3 proj u1 x3 proj u2 x3 u3 v3v3 2 514 0 0 x3 u1u12 u1 x3 u2u22 u2 2 514 0 0 16010729 225410729 80sqrt10729 45sqrt10729 48sqrt10729 0 22218sqrt582509597 528964sqrt582509597 11109sqrt582509597 2896sqrt582509597 21230sqrt582509597 0 2 514 0 0 4154 8010729 4510729 4810729 0 18598582509597 11109 2896 2130 0 2 4152010729 1859811109582509597 54 41595410729 185982896582509597 4151210729 1859821230582509597 0 2 v3 4732854293 9651254293 1260054293 0 u3 v3v3 u3 47328 96512 12600 0 sqrt473282 965122 126002 u3 102sqrt54293 208sqrt54293 25sqrt54293 0 4 v4 x4 proj u1 x4 proj u2 x4 proj u3 x4 u4 v4v4 416 1 4 2 x4 u1 u1 x4 u2 u2 x4 u3 u3 416 1 4 2 6410729 4510729 481072980sqrt10729 45sqrt10729 48sqrt10729 0 444366sqrt58 2896sqrt58 21230sqrt58 11109sqrt58 2896sqrt58 21230sqrt58 0 4085sqrt54 208sqrt54 25sqrt54 102sqrt54 208sqrt54 25sqrt54 0 416 1 4 2 95710729 80 45 48 0 472345582509597 11109 2896 21230 0 507534293 102 208 23 0 3 1 u1 x1 x1 i x1 418 3141 416 0 x12 169 916 1625 164003600 92253600 161443600 6400 2025 2304 3600 107293600 x1 sqrt1072960 u1 x1 x1 u1 80sqrt10729 45sqrt10729 48sqrt10729 0 2 v2 x2 proj u1 x1 u2 v2 v2 i v2 x2 x2 u1 u1 u1 u1 x2 x2 u1 u1 1 114 2 0 1 114 2 0 80sqrt10729 45sqrt10729 48sqrt10729 0 u1 1 114 2 0 80 sqrt10729 454 sqrt10729 96 sqrt10729 80sqrt10729 45sqrt10729 48sqrt10729 0 1 114 2 0 194 90 45 48 0 10729 1 192010729 14 1945410729 2 191210729 0 z2 u3 3 4 2 3 102 sqrt54293 208 sqrt54293 23 sqrt54293 0 306 832 50 sqrt54293 1088 sqrt54293 OT z2 u4 3 4 2 3 0 0 0 1 3 z 36 sqrt10729 64203 sqrt582509597 1088 sqrt54293 3 u4 0 0 0 1 U4 0 0 0 1 U 80 sqrt10729 45 sqrt10729 48 sqrt10729 0 12109 sqrt582509597 2896 sqrt582509597 21230 sqrt582509597 0 102 sqrt54293 208 sqrt54293 25 sqrt54293 0 0 0 0 1 5 z z2 u1 u1 z2 u2 u2 z2 u3 u3 z2 u4 u4 z 3 4 2 3 i z2 u1 3 4 2 3 80 sqrt10729 45 sqrt10729 48 sqrt10729 0 240 180 96 sqrt10729 36 sqrt10729 ii z2 u2 3 4 2 3 11109 sqrt58 2896 sqrt58 21230 sqrt58 0 33327 11584 42460 sqrt582509597 64203 sqrt582509597