GeoGebra Inequality Solutions Example
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This example demonstrates how to use GeoGebra to plot the solution set of inequalities, involving concepts like inequalities, fractions, angles, binomial distribution, bar charts, and indefinite integrals. It utilizes commands like Polygon, LaTeX, Element, Textfield, If, and objects such as TryAnother, viewBox, Initialize, QUESTION, INSTRUCTIONS, TEXT, HowDidIDo, isChecked, correctA, incorrectA, numQuestions, questionList, questionListIndex, questionNum, A1, A2, A3, A4, A5, B1, B2, B3, B4, B5, bPrompt, aPrompt, textAX, textAY, textBX, textBY, ax, ay, bx, by, axBox, ayBox, byBox, bCoords, aCoords. Suitable for high school mathematics students and teachers for teaching demonstrations and explorations.
GeoGebra Commands & Parameters
Polygon({(-11, -11), (-11, 11), (11, 11), (11, -11)}) → viewBoxLaTeX((((("\text{" * QUESTION) * "\\") * INSTRUCTIONS) * "}")) → TEXTElement(questionList, questionListIndex) → questionNumLaTeX("\text{Enter the coordinates for Point \(B\),\\a point that \textbf{is not} part of the solution set.}") → bPromptLaTeX("\text{Enter the coordinates for Point \(A\),\\a point that \textbf{is} part of the solution set.}") → aPromptTextfield(textAX) → axBoxTextfield(textAY) → ayBoxTextfield(textBY) → byBoxLaTeX("B(\hspace{47},\hspace{47})") → bCoordsLaTeX("A(\hspace{47},\hspace{47})") → aCoordsTextfield(textBX) → bxBoxLaTeX("\text{Any point that lies within the shaded region,\\or on a solid boundary, satisfies the inequality.}") → aFeedbackIf(Defined[A], A2(A), false) → C2If(Defined[A], A3(A), false) → C3If(Defined[A], A4(A), false) → C4If(Defined[A], A5(A), false) → C5If(Defined[B], ¬(A2(B)), false) → D2If(Defined[B], ¬(A3(B)), false) → D3If(Defined[B], ¬(A4(B)), false) → D4If(Defined[B], ¬(A5(B)), false) → D5Element(C2:C5, questionNum) → isAcorrectElement(D2:D5, questionNum) → isBcorrectLaTeX("\text{Any point that lies within the unshaded region,\\or on a dashed boundary, does not satisfy the\\inequality.}") → bFeedback