Surface Area & Volume of Rectangular Prisms
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This example demonstrates the calculation of surface area and volume for rectangular prisms. It involves core math concepts like area, volume, and solid geometry. Constructed using GeoGebra commands such as Ray, Segment, Line, Circle, Intersect, Sequence, Midpoint, and Textfield, it calculates key parameters like A, B, C, D, E. Suitable for middle school and above students learning 3D geometry and geometric calculations.
GeoGebra Commands & Parameters
Ray(R1, R2) → fSegment(A, B) → gSegment(A, C) → hSegment(B, D) → iSegment(C, D) → jLine(C, f) → kLine(D, f) → lLine(B, f) → mCircle(C, (sf * width)) → cIntersect(c, k, 2) → ELine(E, xAxis) → nIntersect(l, n) → FLine(F, yAxis) → pIntersect(m, p) → GSegment(C, E) → qSegment(E, F) → rSegment(D, F) → sSegment(F, G) → tSegment(B, G) → aSequence(Segment[(i, 0), (i, y(C))], i, 1, length, 1) → list1Sequence(Segment[(0, i), (x(B), i)], i, 1, height, 1) → list2Sequence(Segment[(0, i), (x(B), i)], i, 1, height, 1) → list3Sequence(Segment[((i * sf), k((i * sf))), (x(D) + (i * sf), l(x(D) + (i * sf)))], i, 0, (width * sf), sf) → list5Sequence(Segment[(x(D) + (i * sf), m(x(D) + (i * sf))), (x(D) + (i * sf), l(x(D) + (i * sf)))], i, 0, (width * sf), sf) → list6Sequence(Segment[(x(B), i), (x(G), y(G) + i)], i, 1, height, 1) → list7Sequence(Segment[(i, y(C)), (i + x(E), y(E))], i, 1, length, 1) → list4Midpoint(t) → HMidpoint(a) → IMidpoint(g) → JTextfield(txtUnit) → InputBox1Midpoint(i) → KTextfield(txtUnit_1) → InputBox1_1