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Translation (movement) sequences involve shapes changing their position within the box from one step to the next. Unlike rotation (which changes the angle of a shape in place), translation changes where the shape is located. These patterns range from simple linear movement to complex bouncing paths.
A shape moves in a straight line, one step at a time, in a consistent direction.
| Direction | Movement per step |
|---|---|
| Right | One position to the right |
| Left | One position to the left |
| Up | One position upward |
| Down | One position downward |
| Diagonal | One position in a diagonal direction |
Imagine the box divided into a 3×3 grid:
Sequence:
Next: The circle has moved one step right each time. If the grid has only 3 columns, what happens at the edge? Two possibilities:
The answer depends on the question — look at the answer options to determine which convention is being used.
Bouncing occurs when a shape reaches the edge of the box and reverses direction, like a ball bouncing off a wall.
Using a 5-position horizontal grid:
Sequence:
Next: Position 5 (far right). After that, the circle would bounce back: position 4, then 3, then 2, then 1, and bounce again.
Sequence (positions on a 3×3 grid):
Next: Circle at (1,1) — top-left (continuing the bounce).
The circle moves diagonally, hits the bottom-right corner, and bounces back the way it came.
In wrapping movement, a shape that exits one side of the box re-enters from the opposite side.
Using a 3-column grid:
Sequence:
Next: Square in column 2 (the cycle continues).
In harder questions, multiple shapes move independently or in coordinated patterns.
Sequence (5-position horizontal grid):
Next (Box 5): Black circle at position 5, white triangle at position 1.
Pattern: The circle moves right, the triangle moves left, both by one position per step. They pass through each other when they meet.
Shapes often move through the four corners or edges of the box in a circular pattern.
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