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CCSS.Math.Content.7.G.B.6
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Demonstrations 1 - 20 of 23
Tin Box with Maximum VolumeBall in a BoxArchimedes' Hat Box TheoremPool CirclesThe Medians of a Triangle Divide It into Three Smaller Triangles of Equal Area
Tin Box with Maximum Volume
Ball in a Box
Archimedes' Hat Box Theorem
Pool Circles
The Medians of a Triangle Divide It into Three Smaller Triangles of Equal Area
The Lunes of HippocratesThe Area between Two CirclesThe Area of Part of an Isosceles TriangleOptimal Rectangles for CirclesTruck Packing
The Lunes of Hippocrates
The Area between Two Circles
The Area of Part of an Isosceles Triangle
Optimal Rectangles for Circles
Truck Packing
Surface Area Increase by Size ReductionEvaluate Hot PizzaEquilateral Triangles That Form a StarThe Ratio of Surface Area to Volume for a Cube and a SphereAreas of Parallelograms and Trapezoids
Surface Area Increase by Size Reduction
Evaluate Hot Pizza
Equilateral Triangles That Form a Star
The Ratio of Surface Area to Volume for a Cube and a Sphere
Areas of Parallelograms and Trapezoids
Rectangular PrismsEstimating Perimeter and Area of Simple PolygonsProposition 29, Book XI, Euclid's ElementsHaberdasher's ProblemHow Many Gallons in My Pool?
Rectangular Prisms
Estimating Perimeter and Area of Simple Polygons
Proposition 29, Book XI, Euclid's Elements
Haberdasher's Problem
How Many Gallons in My Pool?

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