# Worksheet: Geometric Transformations

In this worksheet, we will practice identifying different geometric transformations, such as translation, reflection, and rotation, of some figures.

Q1:

What kind of transformation is shown in the figure?

• Aa reflection
• Ba translation
• Ca rotation

Q2:

What kind of transformation has been applied?

• Areflection
• Brotation
• Ctranslation

Q3:

What kind of transformation is shown in the figure?

• AA translation
• BA rotation
• CA reflection

Q4:

What kind of transformation is shown in the figure?

• Aa reflection
• Ba translation
• Ca rotation

Q5:

What kind of transformation is shown in the figure?

• Aa reflection
• Ba translation
• Ca rotation

Q6:

What kind of transformation is shown in the figure?

• Aa reflection
• Ba rotation
• Ca translation

Q7:

What type of geometrical transformation has been applied to the quadrilateral ?

• Arotation and reflection
• Btranslation
• Crotation
• Dreflection

Q8:

A figure is mapped two units to the left and three units down. Which of the transformations has been used?

• Aa rotation
• Ba translation
• Ca reflection

Q9:

What rotation about will map onto ?

• A
• B
• C
• D

Q10:

James saw the following sign. Is the second a translation, reflection, or rotation of the first ?

• Aa reflection
• Ba translation
• Ca rotation

Q11:

Which type of transformation is shown?

• Areflection or rotation
• Brotation or translation
• Creflection, rotation, or translation
• Dtranslation
• Ereflection

Q12:

Which type of transformation is shown?

• Areflection, rotation, or translation
• Btranslation
• Crotation or translation
• Dreflection
• Ereflection or translation

Q13:

Determine whether the following transformation is a translation, reflection, or rotation.

• Arotation
• Btranslation
• Creflection

Q14:

Determine whether the following transformation is a translation, reflection, or rotation.

• Arotation
• Btranslation
• Creflection

Q15:

Determine whether the following transformation is a translation, reflection, or rotation.

• Areflection
• Brotation
• Ctranslation

Q16:

Which of the following single transformations could be used to map to ?

• BTranslation
• CReflection
• DRotation
• EHorizontal stretching

Q17:

A transformation affects points on the -plane such that each point is mapped three units right and eight units down. Which transformation is this?

• Aa rotation
• Ba translation
• Ca reflection

Q18:

If the parallelogram is transformed to as shown in the figure, determine whether this transformation is a translation, reflection, or rotation.

• Aa reflection
• Ba rotation
• Ca translation

Q19:

Determine whether the following transformation is a translation, reflection, or rotation.

• Aa translation
• Ba rotation
• Ca reflection

Q20:

The vertices of a triangle are mapped using the function . Which of the following single transformations has taken place?

• Areflection
• Brotation
• Chorizontal stretching
• Dtranslation

Q21:

Which type of transformation is shown?

• Areflection, rotation, or translation
• Brotation or translation
• Creflection or translation
• Dtranslation
• Ereflection

Q22:

Determine whether the following transformation is a translation, reflection, or rotation.

• Aa rotation
• Ba translation
• Ca reflection

Q23:

Two parallel lines are translated six right and five up. Are the resulting two lines parallel to each other, or do they intersect?

• AThey are parallel.
• BThey intersect.

Q24:

is translated three left and five up. Is the length of the image resulting from this transformation greater than, less than, or the same as the length of ?

• Athe same
• Bgreater than
• Cless than

Q25:

Describe the single transformation that would map triangle onto triangle in the given figure.

• AA reflection in the line
• BA rotation of counterclockwise about
• CA reflection in the line
• DA reflection in point