Prepare for a tutoring lesson.

Try this with Mathematics Extension 2

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

• The language of proof: implication, converse, contrapositive and proof by contradiction
• Proving inequalities from a > b and the non-negativity of squares
• The triangle inequality and the AM–GM inequality for two numbers
• Induction for series in sigma notation and for non-standard base cases or steps
• Divisibility and inequality proofs by induction
• Induction in calculus, geometry, the binomial theorem and recursive formulae

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.