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MAE101_CH07_014
Question 31 of 40
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Let \( A \) be an augmented matrix of a homogeneous system of 3 linear equations in six variables, \( \operatorname{rank}(A)=1 \). How many solutions and how many parameters are possible for this system?
Infinitely many solutions, 2 parameters
Infinitely many solutions, 1 parameters
Infinitely many solutions, 5 parameters
1 solution, O parameter
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