This is a scale drawing of an apartment. The actual apartment has a perimeter of 160 ft. Draw another scale drawing of the apartment using the scale 20 ft to 1 unit from the apartment to the drawing. EXPLAIN your reasoning.
![This is a scale drawing of an apartment The actual apartment has a perimeter of 160 ft Draw another scale drawing of the apartment using the scale 20 ft to 1 un class=](https://us-static.z-dn.net/files/df4/de0ff620d8b2c41e983c065ccb6f2b26.jpeg)
Answer:
Step-by-step explanation:
As the perimeter lies along the edges of squares and we count 16 sides of squares as we work around the perimeter, this means that each square is
160 / 16 = 10 ft on a side.
so 10 ft in real life plots to 1 unit on the drawing
If the scale is changed to 20 :1 , then the drawing would be exactly the same shape, only each side would have half the original drawing units.
In stead of a 40 ft side being represented by 40 ft / 10 ft/unit = 4 units, That side would be 40 ft / 20 ft/unit = 2 units