Triangle XYZ is dilated by a scale factor of 2 with the center of dila..
Triangle XYZ is dilated by a scale factor of 2 with the center of dilation at point X. What will be the area of the new triangle? => It is 2 times the area of triangle XYZ. or It is 4 times the area of triangle XYZ. or It is 1 2 ..
Find the scale factor from the larger triangle to the smaller triangle..
Find the scale factor from the larger triangle to the smaller triangle, if the two triangles are similar. => 3 : 2 or 5 : 4 or 6 : 5 or 2 : 1..
Triangle ABC is shown in the figure. Find the vertices of the triangle..
Triangle ABC is shown in the figure. Find the vertices of the triangle under dilation with center as A and scale factor 3. => A′(6, 0), B′(8, 0) and C′(5, 9) or A′(2, 0), B′(8, 0) and C′(5, 9) or A′(2, 0), B′(12..
Find the scale factor of dilation of the triangle ABC to the triangle ..
Find the scale factor of dilation of the triangle ABC to the triangle ADE. => 2.5 or 2 or 1 2 or 6.25..
Find the scale factor for the dilation.
Find the scale factor for the dilation. => 3 4 or 3 2 or 4 5 or 2 3..
The image of triangle ABC after dilation with respect to point A is A'..
The image of triangle ABC after dilation with respect to point A is A'B'C'. If AB = 12 in. and A'B' = 8 in., then find the scale factor. => 3 2 or 1 3 or 2 3 or 1 2..
Find the scale factor that maps PQRS onto ABCD.
Find the scale factor that maps PQRS onto ABCD. => 1.5 or 2 or 3 or 0.5..
Identify the scale factor for the Figure 1 to Figure 2.
Identify the scale factor for the Figure 1 to Figure 2. => 3 or 6 or 4 or 2..
Find the length of the base of the new triangle after reduction by a s..
Find the length of the base of the new triangle after reduction by a scale factor of 1 4 . => 24 in. or 12 in. or 48 in. or 3 in...
Identify the scale factor for the Figure 2 to Figure 1.
Identify the scale factor for the Figure 2 to Figure 1. => 20 or 100 or 50 or 0.5..
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