4.34 | Trigonometry | Trigonometric Ratios Of Allied Angles - Worked Out Problem(s)

4.34 | Trigonometry | Trigonometric Ratios Of Allied Angles - Worked Out Problem(s)
#trigonometry #geometry

Welcome to this intriguing field of trigonometry where we demonstrate how to determine trigonometric ratios of allied angles. To understand trigonometry and ace those math exams, you must comprehend these ideas.

What are Allied Angles?
Let's define allied angles before getting into the calculations. A pair of angles is said to be allied when their beginning and terminal sides are the same but their measures vary by a precise multiple of 90 degrees (π/2 radians). For instance, allied angles include 30° and 120°, or π/6 and 5π/6.

This video is for anyone who needs to review trigonometry ideas or who is a student getting ready for exams. Discover the secrets of allied angles and trigonometric ratios by joining us. If you found this video useful, please click the "like" button, and don't forget to subscribe to our channel for more maths lessons. Happy studying!

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[jan-willemreens]

.... An exercise for which one really has to know its trig. identities ... [ SIN(X) ] * [ COS(X) ] * { TAN(X) + COT(X) } = SIN(X) * COS(X) * 1/SIN(X) * COS(X) = 1 ... crazy, but very nice outcome (lol) ... thank you sir ... Happy December, Jan-W