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Worksheet: Applying Rotations in the First Quadrant
Q1:
What type of transformation is the following?
- Arotation
- Btranslation
- Creflection
Q2:
Which transformation can turn the letter d into p?
- Arotation
- Btranslation
- Creflection
Q3:
Which transformation can turn the letter Z into N?
- Arotation
- Btranslation
- Creflection
Q4:
Which of the following represents a rotation of the shaded figure?
- A
- B
- C
- D
Q5:
What single transformation could map one figure to the other?
- Arotation
- Btranslation
- Creflection
Q6:
Describe the transformation of the letter F shown below.
- A rotation about the point
- B rotation about the point
- C rotation about the point
- D rotation about the point
Q7:
What kind of transformation is shown in the figure?
- Aa rotation
- Ba translation
- Ca reflection
Q8:
Anna and her family are camping at the lake. Anna and her sister walk to the jetty on the lake. The last sign reads “JETTY”, but Anna notices the first T is upside down. Is the first T a translation, reflection, or rotation of the second T?
- Arotation
- Btranslation
- Creflection
Q9:
Which image is the result of a rotation of the hexagon about its center?
- A
- B
- C
- D
- E
Q10:
Where does a rotation through about send the segment ?
- A
- B
- C
- D
Q11:
Where does a rotation through about send the segment ?
- A
- B
- C
- D
Q12:
Where does a rotation through about send the segment ?
- A
- B
- C
- D
Q13:
Where does a rotation through about send the segment ?
- A
- B
- C
- D
Q14:
The triangle has been transformed onto triangle which has then been transformed onto triangle .
Describe the single transformation that maps onto .
- Aa rotation of about the point
- Ba rotation of clockwise about the point
- Ca dilation from the point by a scale factor of 3
- Da dilation from the point by a scale factor of 3
- Ea dilation from the point by a scale factor of 2
Describe the single transformation that maps onto .
- Aa rotation of counterclockwise about the point
- Ba rotation of clockwise about the point
- Ca rotation of about the point
- Da rotation of about the point
- Ea rotation of about the point
Hence, are triangles and similar?
- Ayes
- Bno
Q15:
Find the new positions of the given triangle’s vertices after rotating it counterclockwise about .
- A, ,
- B, ,
- C, ,
- D, ,
Q16:
Find the new positions of the given triangle’s vertices after rotating it counterclockwise about .
- A, ,
- B, ,
- C, ,
- D, ,
Q17:
Find the new positions of the given triangle’s vertices after rotating it counterclockwise about .
- A, ,
- B, ,
- C, ,
- D, ,
- E, ,
Q18:
Find the new positions of the given triangle’s vertices after rotating it counterclockwise about .
- A, ,
- B, ,
- C, ,
- D, ,
Q19:
Amy went on a hike in the woods. The arrow on the compass pointed northeast. After Amy made a turn on the trail, the compass pointed southeast. Describe the arrow’s transformation.
- Arotation by clockwise
- Brotation by counterclockwise
- Crotation by clockwise
- Drotation by counterclockwise
- Erotation by counterclockwise
Q20:
Dorothy went on a hike in the woods. The arrow on the compass pointed northeast. When Dorothy made a turn on the trail, the compass pointed northwest. Describe the arrow’s transformation.
- Arotation by clockwise
- Brotation by counterclockwise
- Crotation by counterclockwise
- Drotation by clockwise
- Erotation by clockwise
Q21:
Laura went on a hike in the woods. The arrow on the compass pointed southwest. When Laura made a turn on the trail, the compass pointed northwest. Describe the arrow’s transformation.
- Arotation by clockwise
- Brotation by counterclockwise
- Crotation by clockwise
- Drotation by counterclockwise
- Erotation by counterclockwise
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