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What is the area of the triangle formed by lines \(y = 5 - x\) , \(2y = 3x\) , and \(y = 0\) ? * 7.5 * 8.0 * 9.0 * 10.5 * 15.0
*
The vertices of the triangle are \((0, 0)\) , \((5, 0)\) , and \((2, 3)\) . The area \(=\text{base}*\frac{\text{height}}{2} = 5*\frac{3}{2} = 7.5\) . The correct answer is A. hello, can someone explain why vertices are ( 2,3) ? and what would be corresponding graph for\(2y = 3x\)? thanks
Archived Topic
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Archived GMAT Club Tests question - no more replies possible.
What is the area of the triangle formed by lines \(y = 5 - x\) , \(2y = 3x\) , and \(y = 0\) ? * 7.5 * 8.0 * 9.0 * 10.5 * 15.0
*
The vertices of the triangle are \((0, 0)\) , \((5, 0)\) , and \((2, 3)\) . The area \(=\text{base}*\frac{\text{height}}{2} = 5*\frac{3}{2} = 7.5\) . The correct answer is A. hello, can someone explain why vertices are ( 2,3) ? and what would be corresponding graph for\(2y = 3x\)? thanks