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NCERT Textbook: Some Applications in Trigonometry | Mathematics (Maths) Class 10 PDF Download

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FAQs on NCERT Textbook: Some Applications in Trigonometry - Mathematics (Maths) Class 10

1. What are some practical applications of trigonometry?
Ans. Trigonometry has several practical applications in various fields. Some common examples include navigation and surveying, where trigonometric functions are used to calculate distances and angles. Trigonometry is also used in physics and engineering to analyze the motion of objects, design structures, and solve problems related to waves and oscillations.
2. How is trigonometry used in the field of astronomy?
Ans. Trigonometry plays a crucial role in astronomy. Astronomers use trigonometric functions to measure distances between celestial objects, calculate the positions and angles of celestial bodies, and determine the sizes and orbits of planets and stars. Trigonometry helps astronomers in studying the movement and behavior of celestial bodies.
3. Can trigonometry be applied in the construction industry?
Ans. Yes, trigonometry is extensively used in the construction industry. Architects and engineers use trigonometric principles to design and construct buildings, bridges, and other structures. Trigonometry helps in calculating the dimensions, angles, and slopes of various components, ensuring stability and proper alignment during construction.
4. How is trigonometry used in the field of computer graphics?
Ans. Trigonometry is fundamental in computer graphics. It is used to create and manipulate 3D models, animations, and special effects. By utilizing trigonometric functions, computer graphics professionals can calculate the positions, rotations, and perspectives of objects in a virtual space, resulting in realistic and visually appealing graphics.
5. Is trigonometry relevant in the medical field?
Ans. Trigonometry has applications in the medical field, particularly in radiology and medical imaging. Trigonometric principles are used to determine the size, shape, and position of organs and structures within the body. Medical professionals rely on trigonometry to interpret and analyze radiographic images, aiding in the diagnosis and treatment of various medical conditions.
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