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Find the vertex equals the absolute value of the quanity 3x+6 minus 4 of y is (2, -4) (-2, 4) (-2, -4) (-6, -4)
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\[ \large |3x+6|=y-4 \] ???
y in front 3x+6 but everything else right
\[ \large y=|3x+6|-4 \] ??
yes
it can be rewritten into \[ \large y+4=3|x+2| \] ok?
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ok well what would i do next to do simplify
remember the equation of a parabola: \[ \large y-k=a(x-h)^2 \] has vertex \((h,k)\). it is the same here the vertex is in (-2,-4)
thanks
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