Prepare for a tutoring lesson.

Try this with Mathematics Specialist

1. Pick one topic and bring a question, an attempted answer or a short section of your notes.
2. Write a goal you can check at the end, such as explaining a method or improving a response.
3. Choose one independent follow-up task to try after working through the example.

Pick a starting point

• Modulus, argument, polar form and de Moivre's theorem for integral powers
• Addition as vector addition, multiplication as rotation and dilation, and complex-number geometry
• Loci and regions in the complex plane: circles, rays, perpendicular bisectors and |z - a| = k|z - b|
• nth roots of unity and of complex numbers; factor and remainder theorems, conjugate roots and polynomial equations
• Composition of functions: when f(g(x)) is defined, its domain and range
• One-to-one functions, inverse functions and the reflection property

Plan a sample lesson

Choose one inventory topic and a goal. This plan stays in your browser until you download it; it is not sent to a tutor.