Question

level 4
enter the horizontal and vertical translation and rotation to
position the tetromino over one of the gaps.

Explanation:

Step1: Determine Horizontal Translation

Count the units moved left or right. The tetromino needs to move \(x - 3\) (assuming initial \(x\) - coordinate reference).

Step2: Determine Vertical Translation

Count the units moved down. The tetromino needs to move \(y- 9\) (assuming initial \(y\) - coordinate reference).

Step3: Determine Rotation

Observe the orientation change. A \(90^{\circ}\) rotation (assuming standard rotation direction to fit the gap).

Answer:

Translation: \((x - 3,y - 9)\), Rotation: \(90^{\circ}\)