# Trigonometric Identities Assignment Help

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## Trigonometric Identities Assignment Help

BookMyEssay is one of the leading assignment writing service providers at present offering quality-backed and competitive services to students all over the world. Assignment help services for various subjects, the most availed assignment services are generally for the topics of mathematics. Considering the complexity of the subject and the requisite logical skills that students require to solve problems, it is no surprise that math assignment services are the top preference of students.

One area of mathematics that students readily need help in is trigonometry. It is a branch of math that involves the relationships between angles and lengths in a triangle. Other applied branches of science also make use of trigonometry just like other fields, such as astronomy, mechanics, and other streams of engineering. Applied mathematics generally involves applications of trigonometry. Owing to the importance of this subject or area in academics, BookMyEssay has brought for students the best possible Trigonometric Identities assignment help.

### Overview Of Trigonometry And Its Identities

Trigonometric identities are basically the relationships between trigonometric ratios, which tend to define the identities with respect to one another. The identities can be used to solve problems involving trigonometric functions.

In simple terms, trigonometry is a process of getting a few unknown triangle elements and additional geometric shapes, given that there is relevant, adequate data on angular lengths and measurements to determine the missing data. For instance, if the two sides of a triangle are provided and the inclusive angle is known, it is possible to measure the third side using the law of cosines. And also, it is possible to measure the angle made by the third side with the other sides using the law of sines.

A number of trigonometric identities are there for different applications in diversified purposes. The most fundamental out of the lot is the famous Pythagoras theorem aÂ² + bÂ² = cÂ², which is expressed using sine and cosine.

Other crucial and commonly used identities include the following:

• sin 2Î± = 2 sin Î± cos Î±
• cos 2Î± = cosÂ² Î± â€“ sinÂ² Î±
• tan 2Î± = 2 tan Î± / (1 â€“ tanÂ² Î±)
• cot 2Î± = (cotÂ² Î± â€“ 1) / 2cot Î±.
• sin (Î± + Î²) = sin Î± cos Î² + cos Î± sin Î²
• cos (Î± + Î²) = cos Î± cos Î² â€“ sin Î± sin Î²
• sin (Î± â€“ Î²) = sin Î± cos Î² â€“ cos Î± sin Î²
• cos (Î± â€“ Î²) = cos Î± cos Î² + sin Î± sin Î².

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