Answer:
The two equations are a = l × l or [tex]a=l^2[/tex] and v = s × s × s or [tex]v=s^3[/tex]
Step-by-step explanation:
Given : A builder uses squares to lay out various projects.
Area of square = side × side
Here, given the area of the square (a) as a function of the length (l) of a side that is, a = l × l or [tex]a=l^2[/tex]
Also, Volume of cube = side × side × side
Here, given the volume of a cube (v) as a function of the length (s) of a side that is v = s × s × s or [tex]v=s^3[/tex]
Hence, the two equations are a = l × l or [tex]a=l^2[/tex] and v = s × s × s or [tex]v=s^3[/tex]
