Physics can be taught using a number of different methods. Physics is an area that lends itself naturally to an experimental method, hence it is anticipated that this will be represented throughout the course.

It is up to the specific teachers to choose a sequence that works for their classrooms because the sequence in which the curriculum is organized does not necessarily reflect the sequence in which it must be taught. If desired, portions of the option content may be taught alongside the core or the AHL (additional higher level) curriculum, or the option content may be taught separately.

By giving students the chance to conduct practical experiments, they are engaging in some of the same activities that scientists do. Students can experience the essence of scientific inquiry and cognition through experimentation. All scientific principles and ideas are founded on observations.

It is crucial that students participate in a practical programme that is inquiry-based and promotes scientific inquiry. Students must be given the chance to engage in meaningful inquiry; it is not sufficient for them to be ready to merely follow instructions and reproduce an experiment. Students will have the capacity to create an explanation based on trustworthy facts and logical reasoning as they develop their scientific inquiry skills. Once acquired, these higher-level thinking abilities will equip pupils with the ability to learn continuously and to be scientifically literate.

Technology utilisation is a crucial component in DP mathematics education. One of the goals of

- Conduct addition, subtraction, multiplication, and division among other fundamental mathematical operations.
- Do calculations involving reciprocals, means, approximations, decimals, percentages, fractions, ratios, and ratios.
- Use trigonometric functions to do modifications
- Perform operations using the exponential and logarithmic functions (HL only)
- Use conventional notation (3.6 X 106, for instance).
- Utilize inverse and direct proportion
- resolve basic algebraic problems
- Addressing simultaneous linear equations
- Plot graphs (with appropriate scales and axes) displaying both linear and non-linear correlations between two variables.
- Plot graphs (with appropriate scales and axes) displaying both linear and non-linear correlations between two variables.
- Understanding how to analyse graphs, particularly how to evaluate areas, intercepts, and changes in gradients
- On a scatter graph, draw the lines that best fit the data (these can be curved or linear).
- Build linear lines of minimum and maximum gradients on a finest linear graph with relative precision (by eye) while accounting for all uncertainty bars.
- Use x-bar notation to represent the arithmetic mean when interpreting data displayed in many ways, such as bar charts, histograms, and pie charts (for example, x)
- Clearly and justifiably express uncertainty to one or two important figures.