Quadrilateral and Function Relationship Demo

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2022-01-30 19:38

In collections Multiplication Facts

This example demonstrates the dynamic relationship between elements of a quadrilateral and function graphs. It involves core math concepts like functions, coordinate geometry, trigonometry, and geometric constructions. GeoGebra commands and objects used include Random, If, Shuffle, IndexOf, LaTeX, sliders, texts, and geometric figures. Suitable for high school and above learners to understand the interaction between functions and geometric shapes.

GeoGebra Commands & Parameters

Random(2, 12) → b
Random(1, 2) → format
If(b > 3, {"" + (c + floor(b / 2)) + "", "" + (c + ceil(a / 2)) + "", "" + (c - floor(b / 2)) + "", (("" * c) * "")}, {"" + (c - 1) + "", "" + (c - 2) + "", "" + (c + 1) + "", "" + c + ""}) → labelnums
Shuffle(labelnums) → l1, {"33", "35", "28", "38"}
IndexOf("" + c + "", l1) → d
LaTeX(problemscorrect, true, true) → text4
LaTeX(numberofproblems, true, true) → text3

AI Drawing Prompt Reference

Draw a quadrilateral and a function graph inside it. The side lengths of the quadrilateral are randomly generated between 2 and 12, and the parameters of the function graph are related to these side lengths. First, generate a random integer between 2 and 12 for the side lengths, then create corresponding labels based on conditions, shuffle these labels, find the position of a specific label, and finally display the number of correct answers and problems using LaTeX format.

The prompt above was compiled from the original drawing commands and is for reference only.