Скачать или смотреть If ω is a Complex Cube Root of Unity | Tricky Trigonometry & Complex Numbers Question 🔥

If ω is a Complex Cube Root of Unity | Tricky Trigonometry & Complex Numbers Question 🔥
YouTube Description:
In this video, we solve a challenging mathematics problem based on complex cube roots of unity and trigonometric identities.
📌 Question:
If ω is a complex cube root of unity, find the value of
sin⁡{(ω10+ω23)π−π4}\sin\left\{(\omega^{10} + \omega^{23})\pi - \frac{\pi}{4}\right\}sin{(ω10+ω23)π−4π}
🔍 This problem involves:
• Properties of cube roots of unity
• Simplification of powers of ω
• Application of trigonometric values
• Useful tricks for JEE Main, JEE Advanced, and board exams
👉 Watch till the end for a clear, step-by-step solution and exam-oriented shortcuts.
📚 Best for:
JEE Aspirants | Class 11 & 12 | Competitive Exams | Complex Numbers Revision
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