The parent function of the attributes of the create f x = x − a + b is f x = x .

Note that the doprimary of f x = x is x ≥ 0 and the selection is y ≥ 0 .

The graph of f x = x − a + b have the right to be acquired by translating the graph of f x = x to a units to the best and also then b units up.

** Example: **

Lay out the graph of y = x − 1 + 2 from its parent graph y = x .

** Solution: **

Step 1: Draw the graph of y = x .

Tip 2: Move the graph of y = x by 1 unit to the right to achieve the graph of y = x − 1 .

Step 3: Move the graph of y = x − 1 by 2 systems up to attain the graph of y = x − 1 + 2 .

The doprimary of the attribute y = x − 1 + 2 is x ≥ 1 .

The array of the feature y = x − 1 + 2 is y ≥ 2 .

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