A function
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Name the 3 transformations that occurred and describe the general shape of g(x). When describing the shape, you have the option of including a picture of its graph.
PLEASE HELP!!
Name the 3 transformations that occurred and describe the general shape of g(x). When describing the shape, you have the option of including a picture of its graph.
PLEASE HELP!!
1 answer:
Answer:
vertical stretch by a factor of 3, horizontal shift of 2 units to the right, and a vertical shift 5 units up.
Step-by-step explanation:
The parent function is
The transformed function is
This transformation is of the form
where a=3 is the vertical stretch by a factor of 3.
b=-2 is a horizontal shift to the right by 2 units.
c=5 is a vertical upward shift by 5 units.
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Answer:
B 1/3 then reflection across y axis then move figure 2 units to down and 1 right.
Step-by-step explanation:
The figure ABC is bigger than FED so the scale factor is less than one since we are going to ABC to FED. Let look at corresponding sides, AB and FE. AB distance is 3. FE distance is 1 so let divide
The scale factor is 1/3.
The new points are at A'(-2,0) B'(-2,1) C'(-1,0).
Then we apply reflection.
Since FED is in the 4th quadrant, we are going to reflect across the y axis.
That becomes using formula
(x,y) goes to (-x,y) when reflecting across yaxis.
A''(2,0) B''(2,1) C''(1,0)
Now we will apply the translation. We can simply just move the figure 2 units down and 1 unit to the right.
Always do the multiplication first
Followed by division , plus then minus.
Followed by division , plus then minus.