Question

Which combination of figures are similar and why? (1 point) Responses Figure 2 and Figure 3; the figures are both vertical. Figure 2 and Figure 3; the figures are both vertical. Figure 1, Figure 2, and Figure 3; all figures are rectangles. Figure 1, Figure 2, and Figure 3; all figures are rectangles. Figure 1 and Figure 3; one figure is larger than the other. Figure 1 and Figure 3; one figure is larger than the other. Figure 1 and Figure 2; the side lengths are proportional and corresponding angles are equal. Figure 1 and Figure 2; the side lengths are proportional and corresponding angles are equal.

Answer 1

Which figure would result from rotating and dilating Figure 1? (1 point) Responses Figure 3 Figure 3 Figure 5 Figure 5 Figure 2 Figure 2 Figure 4

Answer 2

If you want to dilate a square with a side of 6 units to create a square with a side of 18 units, what scale factor should you use?(1 point)

Answer 3

Figure 1 and Figure 2; the side lengths are proportional and corresponding angles are equal.

Answer 4

Figure 2

Answer 5

The scale factor can be found by dividing the length of the side of the new square (18 units) by the length of the side of the original square (6 units):

Scale factor = 18 units / 6 units = 3

Therefore, the scale factor to dilate the square with a side of 6 units to create a square with a side of 18 units is 3.