If you are given a set of straight lines then Pythagoras Theorem can be used to calculate the diagonal connecting them. This finds application in various architectural fields, mechanical labs, during the construction of roofs, etc. In case of two-dimensional navigation, Pythagoras Theorem can be used to calculate the shortest distance between 2 points.
For example, if you are in the middle of a desert and you want to navigate to a point which is kilometers south and kilometers east, you can use the theorem to find out how many degrees east of south you need to travel to reach your desired point. The east and south will be the two legs of the triangle and the shortest line connecting them will be the diagonal.
Air navigation can also use this principle to find out the proper place to begin the descent of plane, to land to a particular airport. So, you can easily use the Pythagorean Theorem in woodworking, architecture, and even any other physical construction projects. While you already know the height of the roof as well as the length, you can use the Pythagorean Theorem to determine the diagonal length of the slope of the roof.
Check out our Pythagorean Theorem calculator. When you want to ensure that you are constructing a square building, the Pythagorean Theorem can also be incredibly useful. After all, when you are constructing a square corner between two walls or when you are laying out the foundation of the building, you will need to set out a triangle from three strings.
And these match the lengths. Using the Pythagorean Theorem in Everyday Life. Accessed November 12, In case you can't find a relevant example, our professional writers are ready to help you write a unique paper. Just talk to our smart assistant Amy and she'll connect you with the best match.
Home Life. Academic anxiety? Get original paper in 3 hours and nail the task. Get your paper price experts online. Future Goals of My Life. Mid Life Transition. The distances north and west will be the two legs of the triangle, and the shortest line connecting them will be the diagonal.
The same principles can be used for air navigation. For instance, a plane can use its height above the ground and its distance from the destination airport to find the correct place to begin a descent to that airport. Surveying is the process by which cartographers calculate the numerical distances and heights between different points before creating a map.
Because terrain is often uneven, surveyors must find ways to take measurements of distance in a systematic way. The Pythagorean Theorem is used to calculate the steepness of slopes of hills or mountains.
A surveyor looks through a telescope toward a measuring stick a fixed distance away, so that the telescope's line of sight and the measuring stick form a right angle.
Since the surveyor knows both the height of the measuring stick and the horizontal distance of the stick from the telescope, he can then use the theorem to find the length of the slope that covers that distance, and from that length, determine how steep it is. Jon Zamboni began writing professionally in
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