1. The line passes through quadrants \(II\) and \(III\)
2. For each pair of coordinates \((x,y)\) lying on line, the product of \(x\) and \(y\) is not always non-negative
The OA is E
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In the \(xy\)-plane shown, is the slope of the line \(l\) non-negative?
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In the \(xy\)-plane shown, is the slope of the line \(l\) non-negative?
1. The line passes through quadrants \(II\) and \(III\)
2. For each pair of coordinates \((x,y)\) lying on line, the product of \(x\) and \(y\) is not always non-negative
The OA is E
1. The line passes through quadrants \(II\) and \(III\)
2. For each pair of coordinates \((x,y)\) lying on line, the product of \(x\) and \(y\) is not always non-negative
The OA is E
