AQA A-level Further Mathematics 7367 · B11
Roots of unity in geometric problems
- Code
- B11
- In
- 3.2.2 B: Complex numbers
- Topic
- 3.2 Compulsory content
- Course
- A-level Further Mathematics 7367
- Board
- AQA
Grade boundaries·AQA command words
Codes and titles are read by a script from AQA's published specification and have not been checked by a person. What each point covers is in the specification itself: AQA’s specification.
Points in 3.2.2 B: Complex numbers
- B1 Solving polynomial equations with complex roots
- B2 Arithmetic with complex numbers
- B3 Complex conjugates and conjugate pairs of roots
- B4 Argand diagrams
- B5 Modulus-argument form of complex numbers
- B6 Multiplying and dividing in modulus-argument form
- B7 Loci in the Argand diagram
- B8 De Moivre’s theorem
- B9 Exponential form of a complex number
- B10 nth roots of a complex number
- B11 Roots of unity in geometric problems