If f(x)=|x|, graph the function f(x)+2 and - f(x)
f(x)|dw:1410497135671:dw|
f(x)+2|dw:1410497241716:dw|
- f(x)|dw:1410497311124:dw|
how would f(x-2) look? I don't get the difference between it being written as f(x)-2 or f(x-2)
f(x)-2 = |x|-2 when x= 0, you get \(|0| - 2 = -2\) \[f(x-2)=\left| x-2 \right|\] when x= 0, you get \(|0 - 2| = |-2| = 2\)
f(x)-2 |dw:1410497714845:dw|
f(x-2)|dw:1410497778618:dw|
thank you so much, I understand it much better! One more question if you don't mind. Given any function y=f(x), what would be the transformation of f(1/3x) and 1/3f(x) ? This one is not graphing, just describing what it would look like and I'm not good with fractions
@PaxPolaris when your done do you mind helping me
i will tag you
well if you know what y=1/3x looks like...
|dw:1410498207590:dw|
taking the absolute value of that, would be getting rid of the negative sign in the negative values: |dw:1410498374986:dw|
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