The Parabola 2 Wall Chart is a comprehensive mathematics learning resource designed to help learners understand the key properties and calculations associated with quadratic functions. This educational wall chart clearly explains how to determine the turning point, as well as the x axis and y axis intercepts of a parabola. With clear mathematical formulas and structured explanations, it provides an excellent visual reference for classroom teaching, independent study, tutoring sessions, and exam preparation.

The wall chart is divided into three easy-to-follow sections. The first section focuses on calculating the turning point (vertex) of a parabola. It explains how to calculate the x-coordinate using the formula x = -b / 2a, followed by finding the y-coordinate using either the discriminant formula or by substituting the calculated x-value into the quadratic equation y = ax² + bx + c. This step-by-step layout helps students understand both methods of determining the coordinates of the turning point.

The second section explains how to calculate the y axis intercept. It demonstrates that replacing x = 0 in the quadratic equation simplifies the calculation, showing that the y intercept is equal to the constant value c. This provides learners with a quick method for identifying where the parabola crosses the vertical axis.

The final section covers the x axis intercepts, showing that they are found by setting y = 0 and solving the quadratic equation ax² + bx + c = 0. This reinforces the relationship between quadratic equations and their graphical representations, making it easier for students to interpret and sketch parabolas accurately.

This high-quality poster is ideal for mathematics classrooms, secondary schools, tutoring centres, and home study environments. Its organised layout and clear mathematical explanations make it an excellent revision aid for algebra and graphing topics while providing a constant visual reference that supports long-term learning and exam success.