Bt

  • November 2019
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BAØI TAÄP HEÄ PHÖÔNG TRÌNH TUYEÁN TÍNH -----*----A/ GIAÛI CAÙC HEÄ PHÖÔNG TRÌNH TUYEÁN TÍNH SAU :  3 x1  2 x2  x3  1  a /   x1  4 x2  2 x3  2  2 x  3x  x  0 2 3  1  2 x1  3 x2  3x3  1  b /  3 x1  2 x2  x3  2   x  4x  5x  3 1 2 3   x1  2 x2  x3  1  2x  x  2x  1  1 2 3 c/   x1  x2  x3  3  x1  2 x2  3 x3  1  2 x1  x2  x3  x4  1  3x  2 x  2 x  8 x  2  1 2 3 4 d/   5 x1  x2  x3  2 x4  1  2 x1  x2  x3  3 x4  4  2 x1  x2  3 x3  9  e /  3 x1  5 x2  x3  4  4x  7x  x  5 2 3  1  x1  x2  x3  6  f /  2 x1  3 x2  4 x3  21  7 x  x  3x  6 3  1 2  2 x1  2 x2  x3  x4  4  4 x  3x  x  2 x  6  1 2 3 4

g/ 

 8 x1  5 x2  3 x3  4 x4  12  3x1  3 x2  2 x3  2 x4  6

 x1  x2  5 x3  2 x4  1  2 x  3 x  11x  5 x  2  1 2 3 4

h/ 

 2 x1  x2  3 x3  2 x4  3  x1  x2  3 x3  4 x4  3

i/ 

 3 x1  2 x2  5 x3  x4  3  2 x  3 x  x  5 x  3  1 2 3 4  x1  2 x2  x4  3  x1  x2  4 x3  9 x4  22

 2 x1  7 x2  3x3  x4  5  x  3x  5 x  2 x  3  1 2 3 4

j/

 x1  5 x2  9 x3  8 x4  1  5 x1  18 x2  4 x3  5 x4  12  4 x1  3 x2  2 x3  x4  8  3 x  2 x  x  3x  7  1 2 3 4

k /

 2 x1  x2  5 x4  6  5 x1  3 x2  x3  8 x4  1

 x1  x2  x3  x4  x5  15  x  2 x  3 x  4 x  5 x  35 2 3 4 5  1

 l /  x1  4 x2  10 x3  20 x4  35 x5  126  x  3x  6 x  10 x  15 x  70 2 3 4 5  1  x1  5 x2  15 x3  35 x4  70 x5  210  x1  x2  x3  x4  x5  7  3 x  2 x  x  x  3x  2  1 2 3 4 5 m/ x  2 x  2 x  6 x  23 3 4 5  2  5 x1  4 x2  3 x3  3 x4  x5  12  3 x1  x2  2 x3  x4  x5  1  2 x  x  7 x  3x  5 x  2  1 2 3 4 5 n/  x1  3 x2  2 x3  5 x4  7 x5  3  3 x1  2 x2  7 x3  5 x4  8 x5  3  2 x1  3 x2  4 x3  5 x4  13  4 x  6 x  x  x  14  1 2 3 4 o/  6 x1  9 x2  x3  2 x4  13  2 x1  3 x2  2 x3  4 x4  9  x1  4 x2  3x3  22  2 x  3x  5 x  12  1 2 3

p/

 x1  7 x2  2 x3  34  3 x1  x2  2 x3  0

 2 x1  x2  3x3  x4  1  q /   x1  2 x2  x3  3 x4  3  x  x  2x  2x  4 3 4  1 2  x1  2 x2  3 x3  2 x4  6  2 x  x  2 x  3x  8  1 2 3 4 r/  3x1  2 x2  x3  2 x4  4  2 x1  3x2  2 x3  x4  8

s/

 2 x1  x2  3 x3  2 x4  4  3x  3 x  3 x  2 x  6  1 2 3 4  3x1  x2  x3  2 x4  6  3x1  x2  3 x3  x4  6

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