Noah has drawn two triangles AMNO and AM'N'O' on the coordinate plane as shown below. 10 M. N' 4. 10 10 Which statement is the best explanation of the relationship between these triangles? TL

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Question 1 of 15 -
Noah has drawn two triangles AMNO and AM'N'O' on the coordinate plane as shown below.
M
Which statement is the best explanation of the relationship between these triangles?
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Transcribed Image Text:Performance Matters | OLA +. O Miami-Dade County Public Scho x O Home - Student Portal A olamiami.performancematters.com/ola/ola.jsp?clientCode=fIMiamiDade Welcome, SAMUEL ALONSO! P Performance Matters Question 1 of 15 - Noah has drawn two triangles AMNO and AM'N'O' on the coordinate plane as shown below. M Which statement is the best explanation of the relationship between these triangles? HEWLE TT PACKAR
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S Home - Student Portal
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Welcome, SAMUEL ALONSO!
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Question 1 of 15- PO OS
Submi
Which statement is the best explanation of the relationship between these triangles?
The given triangles are similar because they can be mapped onto each other by a series of reflections, translations, and dilations.
The given triangles are similar because they can be mapped onto each other by a series of reflections, translations, and rotations.
The given triangles are not similar because they cannot be mapped onto each other by a series of reflections, translations, and dilations.
The given triangles are not similar because they cannot be mapped onto each other by a series of reflections, translations, and rotations.
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Transcribed Image Text:O Miami-Dade County Public Scho S Home - Student Portal P Performance Matters | OLA i olamiami.performancematters.com/ola/ola.jsp?clientCode=fIMiamiDade Welcome, SAMUEL ALONSO! Connection Status: Good Performance Matters All change Question 1 of 15- PO OS Submi Which statement is the best explanation of the relationship between these triangles? The given triangles are similar because they can be mapped onto each other by a series of reflections, translations, and dilations. The given triangles are similar because they can be mapped onto each other by a series of reflections, translations, and rotations. The given triangles are not similar because they cannot be mapped onto each other by a series of reflections, translations, and dilations. The given triangles are not similar because they cannot be mapped onto each other by a series of reflections, translations, and rotations. Activate Window Go to Settings to a Nex A 40 HEWLETT - PACKARD fs 17 fa ho 12 IOI 144 トト $4 4. & 7 2 3 6. 8. Q W Y
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