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How do i find a turning point for an absolute value function? Does anyone know any good websites or videos that can explain absolute value functions and how to graph them because i cannot figure them out.
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set the expression inside the absolute value to zero and solve
for example \[y=|x-2|\] would be a V at \((2,0)\)
I'm still confused. Say i had to graph this graph y=\[y= \left| x+5 \right|-6\], what steps would i need to take to graph it?
SOMEONE HELP PLEASEEE!!!!
looks just like \(y=|x|\) but moved to the left \(5\) units and down \(6\) put a dot at \((-5,-6)\) and draw the V
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