Asayamichele Asayamichele
  • 18-02-2019
  • Mathematics
contestada

Write an inequality for the graph.

y ≥ |x + 5| + 5

y ≤ |x – 5| – 5

y ≤ |x – 5| + 5

y ≥ |x – 5| + 5

Write an inequality for the graph y x 5 5 y x 5 5 y x 5 5 y x 5 5 class=

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MrsStrong
MrsStrong MrsStrong
  • 19-02-2019

Answer:

y ≤ |x – 5| + 5

Step-by-step explanation:

The graph below has the vertex (5,5). This means that in the equation the function has been shifted up by addition of 5 and shifted right by subtraction of 5. This means y ≤ |x – 5| + 5 or y ≥ |x – 5| + 5 are the only options.

To determine, test a point from the shaded region like (0,0).

y ≤ |x – 5| + 5 is the solution.

Answer Link
brianscoggins
brianscoggins brianscoggins
  • 13-10-2020

Answer:

y ≤ |x – 5| + 5

Step-by-step explanation:

Answer Link

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