scale factor of 2

Select the dilated image of PQRS under a scale factor of 2 with center as origin. => Figure 2 or Figure 1..

Square ABCD is dilated by a scale factor of 2 with the center of dilation at (0, 0). What will be the area of the new square? => It is 4 times the area of square ABCD. or It is 2 times the area of square ABCD. or It is 1 4 the area of square ABCD. or It is 1 ..

Use scale factor of 2 to dilate Δ PQR. Find the coordinates of the vertices after dilation with respect to the origin. => (2, 6), (-10, 2), (-2, -8) or (-2, 6), (-10, -2), (-2, -8) or (2, -6), ..

A field is in the shape of a rectangle measuring 24 ft by 18 ft. If you extend it by a scale factor of 2.5, find the new area of the field. => 2700 ft 2 or 2856 ft 2 or 2568 ft 2 or 1700 ft 2..

Identify the scale factor for the Figure 1 to Figure 2. => 4 or 3 or 1.5 or 2..

Polygon ARWVC is shown in the figure. Find the vertices of the figure under dilation with center as (0, 0) and scale factor 2. => A′ (2, 0), R′ (8, 0), W′ (12, 4), V′(10, 10), C′ (4, 10) or A′(6, 2), R′ (..

Choose ΔP′Q′R′, the image of PQR after a dilation with center M and scale factor 2. => Figure 3 or Figure 2 or Figure 1 or Figure 4..

Find the scale factor for the Figure 1 to Figure 2. => 5 or 10 or 2 or 1 5..

Find the image of point P (3, 4) under dilation with center (0, 0) with a scale factor of 2. => (- 3, - 4) or (6, 8) or (- 6, 8) or (6, - 8)..

Find the scale factor from the larger triangle to the smaller triangle, if the two triangles are similar. => 2 : 1 or 5 : 4 or 6 : 5 or 3 : 2..