Prepare for a tutoring lesson.

Try this with Mathematics Methods

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

• Euler's number e, the limit (a^h - 1)/h and the derivative of e^x and Ae^(kx)
• Derivatives of sin x and cos x and their use in practical problems
• The product, quotient and chain rules and composite functions
• Second derivatives, concavity, inflection, the increments formula, curve sketching and optimisation
• Indefinite integrals of x^n, e^x, sin x, cos x and f(ax - b), linearity and initial conditions
• Area as a limit of sums, signed areas, additivity and linearity of definite integrals

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.