7. On the graph paper to the right, perform the composite transformation of the object. First, reflect the pre-image over x-axis. and label the inside of this image as "A" then rotate this image "A" 90° around point O b) and label the inside of this image as "B" then translate image "B" using T:(x, y) → (x - 3, y+7) and label the inside of the image as "C" 8. For the conditional statement "If the figure is a triangle, then the angles are supplementary. Write the converse of the statement. Is the converse true or false? Explain your reasoning. Use drawings to help with the reasoning.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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7
2 5 and 29 are supplementary.
11 12
15 16
9 \10
13 14
7.
On the graph paper to the right,
perform the composite transformation of the object.
First, reflect the pre-image over x-axis.
and label the inside of this image as "A"
then rotate this image “A" 90° around point O
b)
and label the inside of this image as “B"
then translate image "B" using
T:(x , y) → (x – 3 , y + 7)
and label the inside of the image as “C"
8.
For the conditional statement "If the figure is a triangle, then the angles are supplementary.'
Write the converse of the statement.
Is the converse true or false? Explain your reasoning. Use drawings to help with the reasoning.
Transcribed Image Text:2 5 and 29 are supplementary. 11 12 15 16 9 \10 13 14 7. On the graph paper to the right, perform the composite transformation of the object. First, reflect the pre-image over x-axis. and label the inside of this image as "A" then rotate this image “A" 90° around point O b) and label the inside of this image as “B" then translate image "B" using T:(x , y) → (x – 3 , y + 7) and label the inside of the image as “C" 8. For the conditional statement "If the figure is a triangle, then the angles are supplementary.' Write the converse of the statement. Is the converse true or false? Explain your reasoning. Use drawings to help with the reasoning.
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