Building Sizes & Mathematics
![8-Buxton-store%20(2)[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/8-Buxton-store%2520%282%29%5B1%5D.jpg)
Small town store.
![MallUpdate[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/MallUpdate%5B1%5D.jpg)
Strip mall.
![1-5509-Mall-of-America[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/1-5509-Mall-of-America%5B1%5D.jpg)
Mall of America.
![small%20house[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/small%2520house%5B1%5D.jpg)
Small house.
![17720_1[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/17720_1%5B1%5D.jpg)
Apartment complex.
![tec[1].gif](http://blog.lib.umn.edu/olso4158/architecture/tec%5B1%5D.gif)
Small office building.
![171672727_0333c398c1_m[1].jpg](http://blog.lib.umn.edu/olso4158/architecture/171672727_0333c398c1_m%5B1%5D.jpg)
Large office builidng.
These images relate architecture to mathematics because with math we are able to multiply the smaller structures into the larger ones and with mathematics we can make them stand on there own.