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What would this been? I don't understand how to work this. Which of the following describes how to translate the graph y = |x| to obtain the graph of y = |x + 7|? A. 7 units up B. 7 units down C. 7 units left D. 7 units right
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if you think about it, one way to look at the problem is that you're keeping your graph in the same place but moving the coordinate axis to the right 7 units. So if the axis moved 7 to the right, but the graph stayed still, what would the position of the graph be relative to the new axis?
|dw:1414344528280:dw|
Okay I think I see how it is done thank you for the help :)
so what did you get? :)
|dw:1414345504025:dw|
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