Accident Reconstruction 

Specialist use complex formulas and advanced mathematics to find out the series of events leading up to, during, and after a traffic accident. Their opinions and findings are used as influential evidence in court. 

Construction and Design 

Architects, engineers, design professionals, and everyday people use math in construction and design. Math can be seen in architecture and design through symmetry, frieze patterns, bridges, and construction problems that are encountered by people everyday. 

Earthquakes and Math 

Earthquake scientists (seismologists) use circle geometry to locate the epicenter of a quake and logarithms to classify its severity using the Richter scale. 

Epicenter of an Earthquake 

The epicenter of an earthquake is located by using circle geometry and special devices called seismometers. 

Leonardo DaVinci and the Golden Section 

Leonardo DaVinci created many masterpieces that depicted the golden ratio and other elements of mathematics. 

M. C. Escher  Impossible Mathematical Art 

Playing with impossible spaces, Escher became an artist famous for abstract pieces that mystify the mind and play with our perception. Using his naked eye and basic art tools, he was mathematically correct, to the millimeter. 

The Mathematics of Art 

The link between mathematics and art can be realized by considering artists like Leonardo DaVinci and M. C. Escher, as well as through the golden ratio and the Fibonacci sequence. 

The Police 

Officers in the Royal Canadian Mounted Police (RCMP) use a variety of math concepts everyday in their line of work. They use math while on patrol and more specifically in accident reconstruction and crime scene investigation. 

Suspension Bridges 

Suspension Bridges encompass many mathematical concepts including its parabolic shape, the length and measurements of the bridge, the forces acting on the bridge, and elements of weather. 

Symmetry in Design 

Symmetry includes more than just basic line symmetry and can be seen in frieze patterns, chaos, and more complex forms of symmetry including rotational, spiral, cylindrical, chiral, similarity, and translational. Finding these different patterns requires mathematical transformations. 
