Grouping Like Terms
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This example demonstrates how to group and combine like terms in algebraic expressions. Core math concepts include like terms, polynomial simplification, and algebraic reduction. It is constructed using GeoGebra commands like Zip, LaTeX, Polygon, PointIn, Textfield, Join, and TableText, making it suitable for high school algebra students to understand and master polynomial simplification techniques.
GeoGebra Commands & Parameters
Zip(A ≟ Text[B], A, {textBasket3apples, textBasket3oranges, textBasket3bananas}, B, {numBasket3apples, numBasket3oranges, numBasket3bananas}) → basket3correctnessZip(A ≟ Text[B], A, {textBasket2apples, textBasket2oranges, textBasket2bananas}, B, {numBasket2apples, numBasket2oranges, numBasket2bananas}) → basket2correctnessZip(A ≟ Text[B], A, {textBasket1apples, textBasket1oranges, textBasket1bananas}, B, {numBasket1apples, numBasket1oranges, numBasket1bananas}) → basket1correctnessLaTeX(UnicodeToLetter[10003]) → cmarkLaTeX(UnicodeToLetter[10007]) → xmarkPolygon({(-8, 2), (-8, 6.5), (1.5, 6.5), (1.5, 2)}) → basket1quadPointIn(basket1quad) → basket1apple1PointIn(basket1quad) → basket1apple2PointIn(basket1quad) → basket1apple3PointIn(basket1quad) → basket1apple4PointIn(basket1quad) → basket1apple5PointIn(basket1quad) → basket1orange1PointIn(basket1quad) → basket1orange2PointIn(basket1quad) → basket1orange3PointIn(basket1quad) → basket1banana1PointIn(basket1quad) → basket1banana2PointIn(basket1quad) → basket1banana3PointIn(basket1quad) → basket1banana4Polygon({(22, 2), (22, 6.5), (31.5, 6.5), (31.5, 2)}) → basket3quadPointIn(basket3quad) → basket3apple1PointIn(basket3quad) → basket3apple2PointIn(basket3quad) → basket3apple3PointIn(basket3quad) → basket3apple4PointIn(basket3quad) → basket3banana1PointIn(basket3quad) → basket3banana2PointIn(basket3quad) → basket3banana3PointIn(basket3quad) → basket3orange1Textfield(textBasket1apples) → ansBoxBasket1applesTextfield(textBasket1oranges) → ansBoxBasket1orangesTextfield(textBasket1bananas) → ansBoxBasket1bananasTextfield(textBasket2apples) → ansBoxBasket2applesTextfield(textBasket2oranges) → ansBoxBasket2orangesTextfield(textBasket2bananas) → ansBoxBasket2bananasTextfield(textBasket3apples) → ansBoxBasket3applesTextfield(textBasket3oranges) → ansBoxBasket3orangesTextfield(textBasket3bananas) → ansBoxBasket3bananasJoin({Sequence[(("SetLayer(imgBasket1apple" * q) * ", 8)"), q, 1, numBasket1apples], Sequence[(("SetLayer(imgBasket1orange" * q) * ", 8)"), q, 1, numBasket1oranges], Sequence[(("SetLayer(imgBasket1banana" * q) * ", 8)"), q, 1, numBasket1bananas]}) → basket1LayerCommandsJoin({Sequence[(("SetLayer(imgBasket2apple" * q) * ", 8)"), q, 1, numBasket2apples], Sequence[(("SetLayer(imgBasket2orange" * q) * ", 8)"), q, 1, numBasket2oranges], Sequence[(("SetLayer(imgBasket2banana" * q) * ", 8)"), q, 1, numBasket2bananas]}) → basket2LayerCommandsJoin({Sequence[(("SetLayer(imgBasket3apple" * q) * ", 8)"), q, 1, numBasket3apples], Sequence[(("SetLayer(imgBasket3orange" * q) * ", 8)"), q, 1, numBasket3oranges], Sequence[(("SetLayer(imgBasket3banana" * q) * ", 8)"), q, 1, numBasket3bananas]}) → basket3LayerCommandsPolygon({(7, 2), (7, 6.5), (16.5, 6.5), (16.5, 2)}) → basket2quadPointIn(basket2quad) → basket2apple1PointIn(basket2quad) → basket2apple2PointIn(basket2quad) → basket2banana1PointIn(basket2quad) → basket2banana2PointIn(basket2quad) → basket2orange1PointIn(basket2quad) → basket2orange2PointIn(basket2quad) → basket2orange3PointIn(basket2quad) → basket2orange4LaTeX((((("\text{" * QUESTION) * "\\") * INSTRUCTIONS) * "}")) → TEXTLaTeX("\textbf{Basket 1 contains:}") → basket1HeaderLaTeX("\textbf{Basket 2 contains:}") → basket2HeaderLaTeX("\textbf{Basket 3 contains:}") → basket3HeaderTableText({numBasket1apples, numBasket1oranges, numBasket1bananas}, {"\text{\vphantom{\dfrac{1}{2}}apple(s)}", "\text{\vphantom{\dfrac{1}{2}}orange(s)}", "\text{\vphantom{\dfrac{1}{2}}banana(s)}"}, If[isChecked, Zip[If[A, (("\textcolor{#254117}{" * cmark) * "}"), (("\textcolor{#e41b17}{" * xmark) * "}")], A, basket1correctness], {}], "v") → basket1TableTableText({numBasket2apples, numBasket2oranges, numBasket2bananas}, {"\text{\vphantom{\dfrac{1}{2}}apple(s)}", "\text{\vphantom{\dfrac{1}{2}}orange(s)}", "\text{\vphantom{\dfrac{1}{2}}banana(s)}"}, If[isChecked, Zip[If[A, (("\textcolor{#254117}{" * cmark) * "}"), (("\textcolor{#e41b17}{" * xmark) * "}")], A, basket2correctness], {}], "v") → basket2TableTableText({numBasket3apples, numBasket3oranges, numBasket3bananas}, {"\text{\vphantom{\dfrac{1}{2}}apple(s)}", "\text{\vphantom{\dfrac{1}{2}}orange(s)}", "\text{\vphantom{\dfrac{1}{2}}banana(s)}"}, If[isChecked, Zip[If[A, (("\textcolor{#254117}{" * cmark) * "}"), (("\textcolor{#e41b17}{" * xmark) * "}")], A, basket3correctness], {}], "v") → basket3Table
AI Drawing Prompt Reference
Draw three rectangular baskets arranged horizontally, each containing randomly placed icons of apples, oranges, and bananas. Next to each fruit icon, place an input box for the user to enter the count. Below or beside each basket, show a checkmark or cross to indicate whether the entered count is correct. The baskets should be equal in size, with clear fruit icons and input boxes neatly aligned.
The prompt above was compiled from the original drawing commands and is for reference only.