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Слайд 3

b1 ≠0 & b2 ≠0 => nonhomogeneous system ∆=-716≠0=> nondegenerate matrix

b1 ≠0 & b2 ≠0 => nonhomogeneous system
∆=-716≠0=> nondegenerate matrix &

consistent system (has solution ) & definite system (has the only solution )
Слайд 4

b1 ≠0 & b2 ≠0 => nonhomogeneous system ∆=-716≠0=> nondegenerate matrix

b1 ≠0 & b2 ≠0 => nonhomogeneous system
∆=-716≠0=> nondegenerate matrix &

consistent system (has solution ) & definite system (has the only solution )
Слайд 5

b1 ≠0 & b2 ≠0 => nonhomogeneous system ∆=0=> degenerate matrix

b1 ≠0 & b2 ≠0 => nonhomogeneous system
∆=0=> degenerate matrix

inconsistent system

(has no solution )
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b1 ≠0 & b2 ≠0 => nonhomogeneous system ∆=0=> degenerate matrix

b1 ≠0 & b2 ≠0 => nonhomogeneous system
∆=0=> degenerate matrix

consistent system

(has solution ) & indefinite system (has more than one solution )
Слайд 7

general solution particular solutions

general solution

particular solutions