Consider a rectangle with length $11$11 units and width $9$9 units.
Calculate the perimeter of the rectangle.
The length and the width are doubled. Calculate the new perimeter.
Choose the correct statement about how the new perimeter compares to the original.
The perimeter has increased by $75%$75%.
The perimeter has doubled.
The perimeter has tripled.
The perimeter has quadrupled.
Consider a square with a side length of $10$10 units.
Consider a parallelogram with base $5$5 units and height $8$8 units.
When the side length of a square is doubled, how does the area change?