Triangle $ABC$ is shown below. Triangle $ABC$ undergoes a transformation to create triangle $A'B'C'$ . The x axis ranges from negative five to five. The y axis ranges from negative five to five. Clockwise from the top, the Points reed, A, C, B.

Which statements about the location of point $B'$ are true?

Select all that apply.

A When triangle $ABC$ is reflected over the $y$ -axis to create triangle $A'B'C'$ , the coordinates for $B'$ are $\left(1,\ -1\right)$ .

B When triangle $ABC$ is rotated $90\degree$ clockwise about point $A$ to create triangle $A'B'C'$ , the coordinates for $B'$ are $\left(3,\ 3\right)$ .

C When triangle $ABC$ is dilated from the origin by a scale factor of $\frac{1}{4}$
to create triangle $A'B'C'$ , the coordinates for $B'$ are $\left(4,\ 4\right)$ .

D When triangle $ABC$ is translated $2$ units to the left and $1$ unit down to create triangle $A'B'C'$ , the coordinates for $B'$ are $\left(-1,\ 0\right)$ .

E When triangle $ABC$ is dilated from the origin by a scale factor of $5$ to create triangle $A'B'C'$ , the coordinates for $B'$ are $\left(5,\ 5\right)$ .