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$1\mathrm{.}1$ Linear Systems

Problem $1$

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$1\mathrm{.}1$ Linear Systems: Problem $1$

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$(1$ point$)$

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Give an example of a consistent system of linear equations by filling in the coefficents below.

Problem $1$

Problem $2$

Problem $3$

Problem $4$

Problem $5$

Problem $6$

$x_1+,x_2=$

$x_1+ulcorner{x}_2=$

Give an example of an inconsistent system of linear equations by filling in the coefficents below.

$y_1+,y_2=$

$y_1+,y_2=$

Note: You can earn partial credit on this problem.

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