Keywords:
perimeter, square, base, pyramid, kilometers, side
For this case we must find the perimeter of the base of a square pyramid, whose side of the square measures 160m. In addition, the measure obtained must be converted to kilometers. So, we have by definition the perimeter of a square is the sum of its sides, which is equivalent to \(P = 4l\), where "l" is the side of the square.
If\(l = 160m\), then:
\(P = 4 * 160m\\P = 640m\)
Thus, the perimeter of the base of the pyramid is 640m.
On the other hand, by definition: \(1Km = 1000m\)
By making a rule of three we have:
1Km ---------> 1000m
x --------------> 640m
Where "x" represents the perimeter of the base of the pyramid in Km.
\(x = \frac {640 * 1} {1000}\\x = 0.64km\)
Thus, the perimeter of the base of the pyramid is 0.64Km
Answer:
The perimeter in kilometers is 0.64
