As, a perimeter 80m
\(\Rightarrow \) 2(length + breath) = 80
\(\Rightarrow \) 2(length + 16) = 80
\(\Rightarrow \) 2 x length + 32 = 80
\(\Rightarrow \) 2 x length = 80 - 32
\(\Rightarrow \) length = \(\frac{48}{2}\)
\(\therefore\) length = 24 m
Now, the area of the plot = \(length \times breadth\)
= 24 x 16
= 384 m2
So, the length of the plot is 24 m and its area is 384 m2.