\"\"

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First find the minimum point of the graph.

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Since absolute value function can not be negative, the minimum point of the

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graph is where \"\".

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The original function is \"\".

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Set original function \"\"

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\"\"

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\"\"

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\"\"

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According to subtraction property of equality: if \"\", then \"\".

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\"\"          (Subtract 2 from each side)

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\"\"                      (Additive invrese property: \"\")

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\"\"                        (Additive identity property: 0 2 = 2)\"\"

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According to Multiplication property of equality: if \"\", then \"\".

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\"\"               (Multiply each side by 3)

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\"\"                        (Cancel common terms)

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\"\"                            (Multiply: \"\")\"\"

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Next make at table, fill out the table with values for \"\".

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\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
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\"\"

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x

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 f(x)

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6

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0

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3

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1

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0

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 2

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3

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3

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     6      4
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\"\"

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First, draw a co-ordinate plane.

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Locate the points on co-ordinate plane and draw the graph through these points.

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\"absolute

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\"\"

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\"absolute