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Grade 5 Β· Worksheet
Reflections
When you reflect a shape in a mirror line, the reflected shape is:
A vertex is 3 squares to the left of a vertical mirror line. Where is its reflection?
A point is 4 squares from a mirror line. Its reflection is 4 squares from the line on the other side. How many squares apart are the point and its reflection?
A point is 5 squares from a mirror line. How many squares from the line is its reflection?
A point and its reflection are the same distance from the mirror line.
Reflecting a shape makes it bigger.
A mirror line that goes straight across, from side to side, is called a:
A mirror line that goes straight up and down is called a:
A mirror line that goes at a slant is called a:
A reflection flips a shape to make a mirror image.
On a number line, a vertical mirror line is at 8. A point is at 5. Its reflection is the same distance the other side. Where is the reflection?
A vertical mirror line is at 6. A point is at 2. Where is its reflection?
A vertical mirror line is at 4. A point is at 7. Where is its reflection?
A point at x = 3 is reflected in a vertical mirror line on the y-axis (x = 0). What is the x-coordinate of the reflection?
A point at x = -2 is reflected in a vertical mirror line on the y-axis (x = 0). What is the x-coordinate of the reflection?
The point (2, 3) is reflected in a vertical mirror line at x = 4. It is 2 squares left of the line, so the reflection is 2 squares right. The height stays the same. What are the reflection's coordinates?
When you reflect a point in a vertical mirror line, its height (y-coordinate) stays the same.
When you reflect a point in a horizontal mirror line, how far across it is (its x-coordinate) stays the same.
A point is 3 squares above a horizontal mirror line. How many squares below the line is its reflection?
A point is at height y = 5. A horizontal mirror line is at y = 2, so the point is 3 above it. Where (which y-value) is its reflection?

Transformations β Reflections