In the diagram at the right, QRST is a rectangle with QR = 2QT. a. Copy the diagram. Then sketch RR (QRST). b. What figure results from the reflection? Use properties of reflections to jusify your solution. a. Which diagram below shows RaR (QRST)? O A. OB. Oc. R b. What figure results from the reflection? The figure resulting from the reflection Rog (QRST) is a square. Justify the solution to the previous step. Select the correct choice below and, if necessary, fill in the answer boxes within your choice. O A. Since reflections preserve distance, Ra )=QT' and R )=RT'. Thus, there are two pair of line segments with the same length. O B. Since Ra(Q)=Ra)=T', and reflections preserve distance, Ra (QT)=QT'. So, QT=QT' and TT'=2QT. Using QR = 20QT, -TT'. Therefore, the length equals the width in the new figure. O C. Since reflections preserve distance, Ra5 =QT'. There is no useful relationship between and TR that can be used. Thus, only 2 sides have the same length.
In the diagram at the right, QRST is a rectangle with QR = 2QT. a. Copy the diagram. Then sketch RR (QRST). b. What figure results from the reflection? Use properties of reflections to jusify your solution. a. Which diagram below shows RaR (QRST)? O A. OB. Oc. R b. What figure results from the reflection? The figure resulting from the reflection Rog (QRST) is a square. Justify the solution to the previous step. Select the correct choice below and, if necessary, fill in the answer boxes within your choice. O A. Since reflections preserve distance, Ra )=QT' and R )=RT'. Thus, there are two pair of line segments with the same length. O B. Since Ra(Q)=Ra)=T', and reflections preserve distance, Ra (QT)=QT'. So, QT=QT' and TT'=2QT. Using QR = 20QT, -TT'. Therefore, the length equals the width in the new figure. O C. Since reflections preserve distance, Ra5 =QT'. There is no useful relationship between and TR that can be used. Thus, only 2 sides have the same length.
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter12: Angle Relationships And Transformations
Section12.5: Reflections And Symmetry
Problem 37E
Related questions
Question
![In the diagram at the right, QRST is a rectangle with QR = 2QT.
a. Copy the diagram. Then sketch Rop (QRST).
b. What figure results from the reflection? Use properties of reflections to jusify your solution.
R
a. Which diagram below shows ROF (QRST)?
O A.
В.
C.
R'
S'
T'
S'
T'
S'
R'
T'
R-
IS
b. What figure results from the reflection?
The figure resulting from the reflection ROF (QRST) is a square.
Justify the solution to the previous step. Select the correct choice below and, if necessary, fill in the answer boxes within your choice.
A. Since reflections preserve distance, Rop( )=QT' and RoE )=RT'. Thus, there are two pair of line segments with the same length.
QR
B. Since Ra5 (Q)= , Ro5( )=T', and reflections preserve distance, R5 (QT)=QT'. So, QT=QT' and TT'=2QT. Using QR = 2QT,
=TT'. Therefore, the length equals the width in the new figure.
QR
C. Since reflections preserve distance, Ro5( )=QT'. There is no useful relationship between
and TR that can be used. Thus, only 2 sides have the same length.
of](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F342015f0-19e8-40cd-98ef-dc8b52ff501d%2F01d46e29-f8d1-42ef-a60d-ea486dbd9221%2F4t1a1v8_processed.png&w=3840&q=75)
Transcribed Image Text:In the diagram at the right, QRST is a rectangle with QR = 2QT.
a. Copy the diagram. Then sketch Rop (QRST).
b. What figure results from the reflection? Use properties of reflections to jusify your solution.
R
a. Which diagram below shows ROF (QRST)?
O A.
В.
C.
R'
S'
T'
S'
T'
S'
R'
T'
R-
IS
b. What figure results from the reflection?
The figure resulting from the reflection ROF (QRST) is a square.
Justify the solution to the previous step. Select the correct choice below and, if necessary, fill in the answer boxes within your choice.
A. Since reflections preserve distance, Rop( )=QT' and RoE )=RT'. Thus, there are two pair of line segments with the same length.
QR
B. Since Ra5 (Q)= , Ro5( )=T', and reflections preserve distance, R5 (QT)=QT'. So, QT=QT' and TT'=2QT. Using QR = 2QT,
=TT'. Therefore, the length equals the width in the new figure.
QR
C. Since reflections preserve distance, Ro5( )=QT'. There is no useful relationship between
and TR that can be used. Thus, only 2 sides have the same length.
of
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