How would you describe the series of transportation that have occurred to move the rectangle in square 3 to the rectangle in square 1 to show the rectangles are congruent
To show that the rectangles in square 3 and square 1 are congruent, a series of transportation has occurred. The transportation involved moving the rectangle in square 3 to the position of the rectangle in square 1 without altering its shape or size. This was achieved through a sequence of movements and translations.
First, the rectangle in square 3 was moved horizontally to align with the base of the rectangle in square 1. This required shifting the rectangle in square 3 to the right or left.
Next, the rectangle in square 3 was moved vertically to align with the height of the rectangle in square 1. This involved either moving the rectangle in square 3 up or down.
Finally, any remaining translations were made to ensure that the corners of the two rectangles perfectly coincided, demonstrating that they are congruent. This step may involve further adjustments in both the horizontal and vertical directions.
By performing these series of transportation, the rectangles in square 3 and square 1 are shown to be congruent.