Deltoid Diagonal Calculation
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Deltoid - Flächeninhalt und Umkehraufgaben
This example demonstrates how to calculate the diagonal length of a deltoid. Key mathematical concepts include geometry, polygons, and formula transformation. GeoGebra commands such as Textfield, Segment, SpeechBubbleRight, Translate, and SelectedIndex are used for construction. Suitable for 7-8th grade students to learn geometric calculations and transformations.
GeoGebra Commands & Parameters
Textfield(input1) → InputBox1Textfield(input2) → InputBox2Textfield(input3) → InputBox3Textfield(input4) → InputBox4SpeechBubbleRight(I, 7, 1) → Vieleck1Segment(J, K) → fSpeechBubbleLeft(L, 8, 1.3) → Vieleck2SpeechBubbleRight(C, 10.5, 2.1) → Vieleck3Segment(M, N) → diaeSegment(O, P) → diafTranslate(VR1, Vector[Q, U]) → VR2SpeechBubbleLeft(L, 10, 1.3) → Vieleck4SpeechBubbleRight(I, 5, 1.8) → Vieleck5SpeechBubbleLeft(L, 7.7, 1.6) → Vieleck6SelectedIndex(DD1) → index1SpeechBubbleRight(I, 8, 1.3) → Vieleck7SpeechBubbleRight(I, 5, 1) → Vieleck8SpeechBubbleLeft(V, 8, 2) → Vieleck9Textfield(input5) → InputBox5Textfield(input6) → InputBox6SelectedIndex(DD3) → index3SelectedIndex(DD2) → index2SelectedIndex(DD5) → index5Segment(W, Z) → gSegment(C_1, B_1) → hSpeechBubbleLeft(D_1, 6, 2) → Vieleck10SelectedIndex(DD4) → index4Mirror(BesB, Line[BesA, BesC]) → BesDAngle(BesB, BesA, BesD) → αAngle(BesA, BesD, BesC) → βAngle(BesD, BesC, BesB) → γAngle(BesC, BesB, BesA) → δ
AI Drawing Prompt Reference
Draw a rhombus and label its diagonals. Inside the rhombus, mark three angles and label their measures with speech bubbles. Outside the rhombus, draw the diagonals and label their lengths. Use input boxes for the user to enter the side length and diagonal lengths, verifying the calculations with the formula.
The prompt above was compiled from the original drawing commands and is for reference only.