What are some real life scenarios where trigonometry is applied?

In summary, Trigonometry is a branch of mathematics that deals with the relationships between the sides and angles of triangles. It is commonly used in real life situations such as in structures like bridges and buildings, surveying, and determining the number of stories a building can have in a certain area. It is also used in everyday tasks like finding the shortest distance between two points and calculating the necessary length of a ladder. Additionally, trigonometry is integral to the functioning of the Global Positioning System.
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OK, here's the situation, for my first homework assignment for a new class I've got to write up a brief essay on how trigonometry is used in real life. Seeing as how I've not done anything even close to trig in quite some time, I'm clueless as to what it entails and was wondering if anyone could give me some examples of real life situations in which trig would be used.
 
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well..a place where trig can be used in real life, is in structures, like bridges or something. Maybe to determine the force of a beam or anything. Same goes with buildings and all too.
 
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Simple things like working out the shortest distance between two points, working out whether your ladder is long enough to reach a gutter, that kind of thing. Have a look into surveying, that might give you some interesting leads.
 
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IN NYC..in the wall street area, there is a certain # of stories that a building can go up, B4 there needs to be a tier..and its proportional to the width of the street, and to figure out how many stories you can go up before you go inwards, you need to form triangles and things. Hope you get what I am saying and it helps. :tongue2:
 
  • #5
The Global Positioning System! Of course, the trig is invisible to end users but it's there.
 

1. How is trigonometry used in architecture and construction?

Trigonometry is used in architecture and construction to accurately measure and calculate angles and distances. This is important for creating stable and structurally sound buildings, as well as determining the placement of walls, support beams, and other important elements in a structure.

2. Can trigonometry be used in navigation and map-making?

Yes, trigonometry is essential in navigation and map-making. It is used to calculate the distance and direction between two points, as well as determine the height of mountains and other landmarks. This information is crucial for creating accurate maps and for navigating ships and planes.

3. How is trigonometry used in astronomy?

Trigonometry plays a major role in astronomy. It is used to calculate the distance between celestial objects, as well as their sizes and orbits. Trigonometric functions are also used to measure the angles and distances of stars and other objects in the night sky.

4. In what ways is trigonometry used in engineering?

Trigonometry is used extensively in engineering. It is used to calculate forces and stresses on different structures, determine the slope of roads and bridges, and design machines and tools. Engineers also use trigonometry to create accurate drawings and models of their designs.

5. How is trigonometry applied in the fields of physics and mechanics?

In physics and mechanics, trigonometry is used to calculate forces, velocities, and accelerations of moving objects. It is also essential in determining the shape and trajectory of projectiles, as well as analyzing waves and vibrations. Trigonometric functions are also used to model and solve problems in these fields.

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