Resources To Follow
More Than 100+ Trigonometric Usage in Real Life
Architects use trigonometry to calculate structural load, roof slopes, ground surfaces and many other aspects.
Imagination of Curved & Manufacturing Apps
Greatest advances in technology is the invention of mobile applications. Mathematics gives it a new dimension.
Reproduce the Actual Pronunciation of a Linguistic Expression
Phonetic transcription makes it possible to reproduce the actual pronunciation of a linguistic expression, even where the scripture is vague and this is often the case.
Imagination of Artificial Intelligence in Life
AI technology enables human capabilities of understanding, reasoning, planning, communication and perception undertaken by software increasingly effectively, efficiently and at low cost.
Frequently Asked Question
Artificial intelligence can dramatically improve the efficiencies of our workplaces and can augment the work humans can do. When AI takes over repetitive or dangerous tasks, it frees up the human workforce to do work they are better equipped for—tasks that involve creativity and empathy among others
Phonetics is a part of the English language which helps us to understand sounds of various alphabets. How an alphabet should sound is taught to us with the help of Phonetics. How a word should sound depends on our tongue movements, vocal cords, lip movements and even our breath.
Mobile apps have the advantage of utilizing features of a mobile device like a camera, contact list, GPS, phone calls, accelerometer, compass, etc. Such device features, when used within an app, can make the user experience interactive and fun.
Trigonometric functions are used in obtaining unknown angles and distances from known or measured angles in geometric figures. Trigonometry developed from a need to compute angles and distances in such fields as astronomy, mapmaking, surveying, and artillery range finding.
An algebraic function is a function which satisfies , where is a polynomial in and. with integer coefficients. Functions that can be constructed using only a finite number of elementary operations together with the inverses of functions capable of being so constructed are examples of algebraic functions.