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|5x-2| greater than or equal to 8.....I got x greater than or equal to 1.6 or x less than or equal to 2. How do I graph this?
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\[|5x-2|\geq8\]
\[5x-2\geq8\] or \[-(5x-2)\geq8\]
\[-(5x-2)\geq8\] divide by -1 \[(5x-2)\leq-8\]
First of all draw two lines y=(5x-2) and y=-(5x-2)
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i don't understand
1) Draw two lines y=(5x-2) and y=-(5x-2) 2) Sub in some random number (x) and shade in
i need to graph the solutions x is greater than or equal to 2 or x is less than or equal to -1.2....please help
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