If you give me a good answer i will give 50 pointsThe graph of f(x) =

1.	If you give me a good answer i will give 50 pointsThe graph of f(x) = \|x – h\| + k contains the points (–6, –2) and (0, –2). The graph has a vertex at (h, –5). Describe how to find the value of h. Then, explain how this value translates the graph of the parent function.
Answer» Answer: The absolute function is symmetric with its vertex on the line of symmetry. Because the points (-6,-2) and (0,-2) have the same output, the points are the same distance from the line of symmetry. Midway between -6 and 0 is the value of -3. Therefore, the vertex must have an X- COORDINATE of -3, which is the value of H. This would TRANSLATE the graph of the parent function 3 to left. Hope it HELPS uhh dear. Mark as brainleist and follow me plz.

If you give me a good answer i will give 50 pointsThe graph of f(x) = |x – h| + k contains the points (–6, –2) and (0, –2). The graph has a vertex at (h, –5). Describe how to find the value of h. Then, explain how this value translates the graph of the parent function.

Answer»

Answer:

The absolute function is symmetric with its vertex on the line of symmetry. Because the points (-6,-2) and (0,-2) have the same output, the points are the same distance from the line of symmetry. Midway between -6 and 0 is the value of -3. Therefore, the vertex must have an X- COORDINATE of -3, which is the value of H. This would TRANSLATE the graph of the parent function 3 to left.

Hope it HELPS uhh dear.

Mark as brainleist and follow me plz.

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If you give me a good answer i will give 50 pointsThe graph of f(x) = |x – h| + k contains the points (–6, –2) and (0, –2). The graph has a vertex at (h, –5). Describe how to find the value of h. Then, explain how this value translates the graph of the parent function.

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