asked 212k views
2 votes
20 PTS

a. A transformation maps ZOWE onto LFMA. Does the transformation appear to be an isometry? Explain.

b. What is the image of ZE? z e bar , question mark What is the preimage of M?

20 PTS a. A transformation maps ZOWE onto LFMA. Does the transformation appear to-example-1
asked
User Oswin
by
8.0k points

2 Answers

5 votes

Answer:

1. NO

2. The image of ZE is LA, the preimage of point M is point W

Explanation:

answered
User Wavetree
by
7.6k points
5 votes

Answer:

1. No

2. The image of ZE is LA, the preimage of point M is point W

Explanation:

This transformation maps quadrilateral ZOWE onto quadrilateral LFMA.

1. An isometry is a tansformation that preserves lengths. This transformation is not isometry, because lengths of quadrilatrel LFVA sides are greater than lengths of quadrilateral ZOWE sides.

2. This transformation is a dilation by a factor greater than 1 about some center of dilation. The image of ZE is LA (the image of ZO is LF, of OW - FM, EW - AM). Thus, the preimage of point M is point W.

answered
User Nosnhoj
by
8.6k points
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