Gravity Acceleration Calculation
Loading the math board and drawing, please wait…
This example demonstrates calculating and visualizing the time required for an object to fall from a user-chosen height due to gravity. It involves core math concepts like gravitational acceleration, quadratic functions, time-height relationships, and coordinate geometry. GeoGebra commands/objects used include t (time), buttons (button1/2/3), and c/C/b/A/B/a/D/d/h/e/text1/2. Suitable for high school physics and math education, illustrating the connection between kinematic formulas and function graphs.
GeoGebra Commands & Parameters
Numeric t(0)Numeric c(100)(0, c)Boolean b(true)(t, (-9.8 / 2 * t^(2)) + c)(sqrt(((2 * c)) / 9.8), 0)a(x) = If[0 ≤ x < sqrt(((2 * c)) / 9.8), ((-(9.8 / 2)) * x^(2)) + c](0, y(A))x(B)(-9.8 / 2 * t^(2)) + 100y(A)