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Select the point that is on the right side of the vertex of y = |x + 4| + 3. (–3, 4) (–4, 3) (–5, 4) (–6, 5)
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So we start with the function, \(\large y=|x|\). If we shift the vertex UP three units, it will give us this \(\large y=|x|+3\). From there, we'll shift it LEFT four units, giving us, \(\large y=|x+4|+3\). So our vertex is now located at \(\large (-4,3)\). Hmm, which one of the points listed is to the right of that vertex point?
So it would be (-3,4), Right?
Because -3 is a little bit to the right of -4 along the x-axis? Yes very good! c:
Okay, thanks ! (:
Just make sure you can find the vertex on these types of problems :O Otherwise they can be rather tricky!
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Alrighty (:
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