Geometry: An Interactive Journey to Mastery
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Lesson 21: Understanding Area Fͽ 12 35 (^37) Figure 21.10 Gͽ 5 5 4 5 4 5 Figure 21.11 Find the area of each of the fol ...
In the diagram in )LJXUH, ABCDEF is a regular hexagon, and the area of the shaded region shown is 20 square units. Wha ...
Lesson 22: Explorations with Pi Explorations with Pi Lesson 22 Topics x Pi. x Circumference, arc length, and area formulas. 'H ...
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Lesson 22: Explorations with Pi ([DPSOH A small circle is inscribed in an equilateral triangle, which is inscribed in a larger ...
An arc of a circle has length^72 SDQGPHDVXUH:KDWLVWKHUDGLXVRIWKHFLUFOH" A circle has radius 2. What do you ...
Lesson 22: Explorations with Pi A dog is tied to the corner of two buildings with a leash that is 13 yards long, as shown in ...
You have a piece of string that is 40 inches long. Dͽ <RXXVHWKLVVWULQJWRPDNHWKHSHULPHWHURIDVTXDUH What is t ...
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Three-Dimensional Geometry—Solids Lesson 23 Topics x Names of three-dimensional shapes. x Cavalieri’s principle and the volume ...
Lesson 23: Three-Dimensional Geometry—Solids x UHJXODUFRQHorUHJXODUF\OLQGHU: A cone or cylinder is said to be regular if it ...
x volume and surface area of a sphere V =^43 ʌU^3. total surface area = 4ʌU^2. ͼ6HH)LJXUHͽ Summary ,QWKUHHGLPHQVL ...
Lesson 23: Three-Dimensional Geometry—Solids 6ROXWLRQ Call the slant height of the cone s and the height h. ͼ6HH)LJXUH ...
6WXG\7LS x The Pythagorean theorem can help compute either the slant height, height, or a lateral edge of a given pyramid or c ...
Lesson 23: Three-Dimensional Geometry—Solids Dͽ $FLUFXODUFRQHKDVLWVFRQHSRLQWDERYHWKHFHQWHURIWKHFLUFXODUEDVHR ...
Dͽ 7KHUDGLXVRIWKH(DUWKLVDSSUR[LPDWHO\NP$SSUR[LPDWHO\ 70% of the surface of the Earth is covered in water. Wha ...
Lesson 23: Three-Dimensional Geometry—Solids As a leap of faith, you might be willing to say that this formula still holds for t ...
The Volume and Surface Area of a Sphere Appendix to Lesson 23 *UHHNVFKRODU$UFKLPHGHVRI6\UDFXVHͼFD±%&(ͽSURYHG ...
Appendix to Lesson 23: The Volume and Surface Area of a Sphere To obtain a formula for the surface area of a sphere, Archimedes ...
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