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Given the inequalities y > 5x-8 and y >3x+4, find the point that satisfies neither inequalities
[tex]\begin{cases}y>5x-8\\y>3x+4\end{cases}[/tex] 5x-8=3x+4 5x-3x=4+8 2x=12|:2 x=6 y=5x-8=5*6-8=30-8=22 [tex]\begin{cases}x=6\\y=22\end{cases}[/tex] For this point (6,22), both functions satisfy the inequality (intersect).
Shaded field points that also satisfy the inequality.
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