IB maths AI Complex Number (HL)

🎉 IB Maths AI Complex Number (HL) – Last Chance to Enroll! 🎓

Course Headline: Don't miss out! The IB maths AI Complex Number (HL) course will be discontinued soon. Find the new content on Kidd Cheung's YouTube channel - Kidd Math Channel!

Course Description: Are you an IB Math HL student in need of a comprehensive guide to Complex Numbers? Look no further! This free course, designed according to the latest syllabus, is tailored specifically for students at the higher level. It's concise yet covers all the essentials, including demonstrations on how to tackle IB exam questions.

🔍 Who this course is for:

• IB Math HL students looking for a structured approach to understanding Complex Numbers.
• Students who want to see real examples of IB exam questions.

📚 Course Content Breakdown: Core Topics:

• Definition of Complex Number
• Use of the Complex Plane
• Polar Form and De Moivre's Theorem
• Roots of Complex Numbers
• Trigonometric Identities from De Moivre's Theorem

In-Depth Coverage:

• Complex Number
• Complex Plane
• Polar Form
• Euler Form
• Sums, products, and quotients in Cartesian, polar, or Euler forms and their geometric interpretation
• Complex conjugate roots
• De Moivre's Theorem
• Powers and roots of complex numbers
• Bonus Content: Trigonometric Identities from De Moivre's Theorem

📚 Syllabus Alignment: This course aligns with the IB syllabus for HL students, focusing on the following areas:

• AHL content
• Recommended teaching hours: 20
• The aim is to extend and build upon the aims, concepts, and skills from the SL content.
• Complex numbers are introduced.
• Students will engage with important techniques for expansion, simplification, and solution of equations.
• Extend knowledge of formal proof to proof by mathematical induction, proof by contradiction, and proof by counterexample.

📫 Additional Information: If you are under 18, please ensure that a parent or guardian assists with your account setup, enrollment, and overall account management, as Udemy's policy requires it.

🚀 Why Take This Course?

• Direct from the Expert: Kidd Cheung, an experienced course instructor, is your guide through this complex topic.
• Clear and Structured Lessons: Each concept is explained step by step, ensuring you have a strong understanding of how to apply what you've learned.
• Real-World Examples: See how these concepts are applied in actual IB exam questions.
• Supportive Learning Experience: If you encounter any issues or have questions, feel free to reach out directly to Kidd Cheung for assistance.

🎈 Enrollment is Closing Soon! Don't delay - enroll now and secure your spot in this comprehensive course on Complex Numbers for IB Maths AI HL. Dive into the world of complex plane geometry, polar forms, De Moivre's theorem, and more, all tailored to fit the latest IB syllabus requirements.

Remember to join Kidd Cheung's YouTube channel for the continuation of this course after it's discontinued on Udemy. Your journey into the fascinating world of complex numbers awaits! 🌟