When you alter a function in certain ways, the effects on the graph of the function can be described by geometrical transformations
With a?translation?the shape, size, and orientation of the graph remain unchanged – the graph is merely shifted (up or down, left or right) in the?xy?plane
A particular translation (how far left/right, how far up/down) is specified by a?translation vector:?
What do I need to know about graph translations?
The graph moves?up for positive?values of?a?and?down for negative?values of?a
The?x-coordinates stay the same
The graph moves?left for positive?values of?a?and?right for negative?values of?a
The?y-coordinates stay the same
?Any?asymptotes?of?f(x)?are also translated. If an asymptote is parallel to the direction of translation, however, it will not be affected
Worked Example
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