Asked by Kim Hay Hoon
Find the new triangle that undergoes a scale factor of 2.5 and a center of dilation at the origin.
A(-2,-2)
C(0,0)
B(2,-4)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
A(-2,-2)
C(0,0)
B(2,-4)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
Answers
Answered by
Kim Hay Hoon
Find the new triangle that undergoes a scale factor of 1/2 and a center of dilation at the origin
A(-8,-4)
C(2,8)
B(10,-6)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
A(-8,-4)
C(2,8)
B(10,-6)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
Answered by
Kim Hay Hoon
Using the lengths of the sides, find the scale factor:
Goes from ABCD to EFGH:
Goes from EFGH to ABCD:
A(-10,6)
B(-10,-2)
C(-6,-2)
D(-6,6)
E(-5,3)
F(-5,-1)
G(-3-1)
H(-3,3)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
Goes from ABCD to EFGH:
Goes from EFGH to ABCD:
A(-10,6)
B(-10,-2)
C(-6,-2)
D(-6,6)
E(-5,3)
F(-5,-1)
G(-3-1)
H(-3,3)
Xmin:
-10
Xmax:
10
Ymin:
-10
Ymax:
10
Answered by
Kim Hay Hoon
The hypotenuse of a triangle was 20 cm and the hypotenuse of the final triangle was 13.0 cm. What is the scale factor?
Answered by
Kim Hay Hoon
The diameter of a circle was 11 cm and the diameter of the final circle was 33 cm.
Answered by
Kim Hay Hoon
The two equilateral triangles below are similar (but not drawn to scale). What is the scale factor?
16 inches.
46.4 inches.
The scale factor to go from the triangle on the left to the triangle on the right is
16 inches.
46.4 inches.
The scale factor to go from the triangle on the left to the triangle on the right is
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