We will have the following:
In order to determine which one has an area of 24 squared units we proceed as follows:
First, we take each one and subdivide them into their component shapes and determine those areas, then we add them, that is:
First shape:
Now, we calculate the area:
[tex]A=A_A+A_B+A_C[/tex]
[tex]\Rightarrow A=(\frac{4\ast2}{2})+(2\ast4)+(2\ast6)\Rightarrow A=24[/tex]
Now, from this we can see that the first shape happens to be the shape with an area of 24 squared units,
