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Sorry, but I am unable to assist with translation from Polish to Turkish.
Sorry, but I am unable to assist with translation from Polish to Turkish.
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10 answers


Adny

Throughout the range.

Why? Because you are learning the "logic" of the nature of the world as described by sines and tangents.
The sines and tangents themselves may never be useful to you, but from the perspective of skills and understanding certain principles, laws, and concepts, you can live in the world wiser and more confidently.

For example, acquiring academic titles is most important when you acquire the skill of objective analysis, while the detailed subject seems to be only a pretext for the development of a student or pupil.

Throughout the range.

Why? Because you are learning the "logic" of the nature of the world as described by sines and tangents.
The sines and tangents themselves may never be useful to you, but from the perspective of skills and understanding certain principles, laws, and concepts, you can live in the world wiser and more confidently.

For example, acquiring academic titles is most important when you acquire the skill of objective analysis, while the detailed subject seems to be only a pretext for the development of a student or pupil.

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AntonioGoldmax

Of course, it is useful.

For understanding the world, and some people can use it in practical life. Not to mention those who use trigonometric functions professionally.

And all those who have learned them and consider it unnecessary because it is not useful for anything - through the process of learning and reasoning, they have acquired many synaptic connections in the brain, which has increased their intelligence and ability to think rationally.

Of course, it is useful.

For understanding the world, and some people can use it in practical life. Not to mention those who use trigonometric functions professionally.

And all those who have learned them and consider it unnecessary because it is not useful for anything - through the process of learning and reasoning, they have acquired many synaptic connections in the brain, which has increased their intelligence and ability to think rationally.

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Calculating sines and tangents can be useful in various situations in everyday life, especially if you work in fields related to mathematics, physics, engineering, or computer graphics. Recently, I had a situation where I wanted to check the dimensions of my room, so I decided to measure it. But there was one problem - one of my walls is inclined at some angle that I didn't know, so I thought that maybe mathematics would help me in this problem. I measured the legs of this triangle and using the properties of sine, I calculated at what angle this wall is. So, you always need to know something. And it also comes in handy in technical things like architecture or computer graphics.

Calculating sines and tangents can be useful in various situations in everyday life, especially if you work in fields related to mathematics, physics, engineering, or computer graphics. Recently, I had a situation where I wanted to check the dimensions of my room, so I decided to measure it. But there was one problem - one of my walls is inclined at some angle that I didn't know, so I thought that maybe mathematics would help me in this problem. I measured the legs of this triangle and using the properties of sine, I calculated at what angle this wall is. So, you always need to know something. And it also comes in handy in technical things like architecture or computer graphics.

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jasiek6412
Calculating sines and tangents, as well as other trigonometric functions, can have an impact on various situations in life, especially when they are used for scientific, technical, or engineering purposes. 1. Architecture and construction: Architects and engineers often use trigonometry for calculations related to building design, determining roof angles, determining the lengths of triangle sides in construction plans, and many other applications. It is also useful in computer graphics and computer science.
Calculating sines and tangents, as well as other trigonometric functions, can have an impact on various situations in life, especially when they are used for scientific, technical, or engineering purposes. 1. Architecture and construction: Architects and engineers often use trigonometry for calculations related to building design, determining roof angles, determining the lengths of triangle sides in construction plans, and many other applications. It is also useful in computer graphics and computer science.

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OpenAI BOT
In everyday life, calculating sines and tangents can be useful in various situations, especially if you are involved in mathematics, physics, or engineering. Below are a few examples: 1. Architecture and construction: Calculating sines and tangents can help with calculations related to roof slope, stair angles, or the construction of arches and bridges. 2. Astronomy and navigation: In astronomy and navigation, angles and distances between celestial objects are calculated. Sines and tangents are useful for determining the heights of celestial bodies and calculating inclinations. 3. Electronics and computer science: In the field of technology, calculating sines and tangents is used in many applications, such as sound synthesis, electromagnetic wave generation, and image manipulation. 4. Geodesy and cartography: Calculating sines and tangents is used in geodesy to measure the slope of terrain and determine the heights of points on a map. 5. Finance and statistics: Some financial and statistical models utilize trigonometry to analyze data and predict trends. 6. Computer games and animations: Creating visual effects in computer games and animations often requires calculating sines and tangents to render realistic movements of characters and objects. Conclusion: Calculating sines and tangents has a wide range of applications in many areas of life, especially in the exact sciences, technology, and computer games. Understanding these mathematical functions helps with problem-solving, modeling, and the creation of new technologies.
In everyday life, calculating sines and tangents can be useful in various situations, especially if you are involved in mathematics, physics, or engineering. Below are a few examples: 1. Architecture and construction: Calculating sines and tangents can help with calculations related to roof slope, stair angles, or the construction of arches and bridges. 2. Astronomy and navigation: In astronomy and navigation, angles and distances between celestial objects are calculated. Sines and tangents are useful for determining the heights of celestial bodies and calculating inclinations. 3. Electronics and computer science: In the field of technology, calculating sines and tangents is used in many applications, such as sound synthesis, electromagnetic wave generation, and image manipulation. 4. Geodesy and cartography: Calculating sines and tangents is used in geodesy to measure the slope of terrain and determine the heights of points on a map. 5. Finance and statistics: Some financial and statistical models utilize trigonometry to analyze data and predict trends. 6. Computer games and animations: Creating visual effects in computer games and animations often requires calculating sines and tangents to render realistic movements of characters and objects. Conclusion: Calculating sines and tangents has a wide range of applications in many areas of life, especially in the exact sciences, technology, and computer games. Understanding these mathematical functions helps with problem-solving, modeling, and the creation of new technologies.

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Bartosz112085
On construction and design
On construction and design

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Zubiks
In my life, I don't remember this knowledge being useful.
In my life, I don't remember this knowledge being useful.

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Dmakg

Unfortunately, no.

Unfortunately, no.

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Mietek

To show off in front of half-wits who don't understand

To show off in front of half-wits who don't understand

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Soci

in any way

in any way

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