ur answer from part B, how does the distance nt on the preimage relate to the distance betwee na point on the resulting image in term s of the

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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can you help me with this question? I put two pictures because one goes with the other to answer.
Part B
Next, use the distance formula to determine the distance each point is from the center of
dilation (i.e., the origin). State each distance as an exact number (in the simplest radical
form).
Preimage
Coordinates
Distance to Origin
Image Coordinates
Distance to Origin
A(1, -1)
A'(2, -2)
2v2
B(3, -2)
V13
B'(6, -4)
2/13
C(5, -5)
5v2
C'(10,-10)
10v2
D(1, -4)
V17
D'(2, -8)
2v17
Transcribed Image Text:Part B Next, use the distance formula to determine the distance each point is from the center of dilation (i.e., the origin). State each distance as an exact number (in the simplest radical form). Preimage Coordinates Distance to Origin Image Coordinates Distance to Origin A(1, -1) A'(2, -2) 2v2 B(3, -2) V13 B'(6, -4) 2/13 C(5, -5) 5v2 C'(10,-10) 10v2 D(1, -4) V17 D'(2, -8) 2v17
Part C
Based on your answer from part B, how does the distance between the center of the dilation
and any point on the preimage relate to the distance between the center of dilation and the
corresponding point on the resulting image, in terms of the dilation factor?
MacBook Air
D00
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Transcribed Image Text:Part C Based on your answer from part B, how does the distance between the center of the dilation and any point on the preimage relate to the distance between the center of dilation and the corresponding point on the resulting image, in terms of the dilation factor? MacBook Air D00 D00 F4 AA F6 F7 % & 5 8
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