a. Find the areas of square $EFGH$ and square $EJKL$ .
Area of $EFGH=$
square units
Area of $EJKL=$
square units
Question 2
b. What happens to the area when the perimeter of square $EFGH$ is doubled? Explain.
Responses
The area is doubled because when the side length becomes $2s$ , the area becomes $s^2+s^2$ .
The area is doubled because when the side length becomes 2 s, the area becomes s squared plus s squared.
The area is doubled because when the side length becomes $2s$ , the area becomes $2s^2$ .
The area is doubled because when the side length becomes 2 s, the area becomes 2 s squared.
The area is quadrupled because when the side length becomes $2s$ , the area becomes $\left(2s\right)^2=4s^2$ .
The area is quadrupled because when the side length becomes 2 s, the area becomes 2 s squared is equal to 4 s squared.
The area becomes $8$ times greater, because when the side length becomes $2s$ , the area becomes $2\left(2s\right)^2=8s^2$ .
