In this lesson, we will learn how to carry out and describe combinations of transformations.
Q1:
The triangle π΄π΅πΆ has been transformed onto triangle π΄β²π΅β²πΆβ² which has then been transformed onto triangle π΄β²β²π΅β²β²πΆβ²β².
Describe the single transformation that maps π΄π΅πΆ onto π΄β²π΅β²πΆβ².
Describe the single transformation that maps π΄β²π΅β²πΆβ² onto π΄β²β²π΅β²β²πΆβ²β².
Hence, are triangles π΄π΅πΆ and π΄β²β²π΅β²β²πΆβ²β² similar?
Q2:
A shape πΉ has been reflected in the line π¦=π₯ and then rotated 270β clockwise about the origin to πΉβ². Would πΉ and πΉβ² be congruent?
Q3:
In the given figure, triangle π΄ has been transformed to triangle π΅. Which of the following sequences of transformations could have been used?
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