5. The graph of g(x) results when the graph of f(x) = |x| is shifted 4 units to the right. i got b Which is the equation of g(x)? (Points : 4) g(x) = 4|x| g(x) = |x| + 4 g(x) = |x 4| g(x) = |x + 4|
y = A ( Bx + C ) + D C = horizontal shift, C > 0, to the left, C < 0, to the right
i dont understand what you just said, is this suposed to be in y = mx + b? or f(x)
hmmm ok, then ... y = A | Bx + C | + D C = horizontal shift, C > 0, to the left, C < 0, to the right
that's what the translation, transformation or shifts so-called, occur
you need it shifted 4 units to the right.... so C < 0, or C is negative
so you have l x + 4l or something like that?
|x+4| will be a shift to the left
- would be the shift to the right
so the obvious now will be | x - 4 |
yeap
so the answeri would have would be -lx-4l
hmm well... if you just need | x | shifted to the right 4 units, it'd be just | x - 4 |
sorry the negative did not show up
-|x - 4 | will shift it 4 units to the right, and will also flip it upside down
5. The graph of g(x) results when the graph of f(x) = |x| is shifted 4 units to the right. i got b Which is the equation of g(x)? (Points : 4) g(x) = -4|x| g(x) = -|x| + 4 g(x) = -|x- 4| g(x) = -|x + 4|
well.... "b" will be a vertical shift
-|x| + 4 is |x| flipped upside down and 4 units UP
unless f(x) = -|x|
it does f(x) = -lxl sorry
then now you know which one it's :)
-lxl + 4?
recall that y = A | Bx + C | + D C = horizontal shift, C > 0, to the left, C < 0, to the right
wait if -|x - 4 | will shift it 4 units to the right,will it still flip it upside down?
well, it'll shift it to the right 4 units, it won't flip it upside down, not because original it was -|x|
oh ok i see now i tried to graph this some how and thats why i got b, thank you again :)
yw
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