a ase Exercises 22, 23 In the regular pentagonal pyramid, each base edge measures 9.2 cm and the apothem of the base measures 6.3 cm. The altitude of the pyramid measures 14.6 cm. a) Find the base area of the pyramid. b) Find the volume of the pyramid.

Q: In the accompanying regular pentagonal prism, suppose that each base edge measures 6 in. and that…

A: Given the length of the base edge of a pentagon measures is 6 inches , apothem of base measures 4.1…

Q: A square based pyramid has a surface area of 111.6 in2.  The sides of the base of the pyramid…

A: Surface area of square based pyramid is given by:A=b2+2blwhere b=length of base sidel=slant height

Q: The base of a regular pyramid is an equilateral triangle each of whose sides measure 12 cm. The…

A: Given: The base of a regular pyramid is an equilateral triangle each of whose sides measure 12 cm.…

Q: In the regular pentagonal pyramid, each lateral edge measures 8 in., and each base edge measures 6…

A: Area of a pentagon is: Area=52×Apothem×Base side Area of a triangle using Heron's formula:…

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A:

Q: In the rectangular pyramid above, A=6ftA=6ft, B=10ftB=10ft, and C=10ftC=10ft. What is the surface…

A: To find the surface area and volume of the pyramid, A=6 ftB=10 ftC= 10 ft b=10 fth=6 ft

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A: Given, in a regular pentagonal pyramid, each base edge measures 7 cm, and the apothem of the base…

Q: calculate the apothem, area of the base, and surface area of a hexagonal prism with a side length of…

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Q: Use trigonometry to find the volume of the regular pyramid below to the nearest cubic unit.

A: Given :The regular pyramid. Calculation: The formula for the volume of pyramid is the one third of…

Q: A wooden block is in the shape of a square pyramid. The square base is 5 cm by 5 cm, and the pyramid…

A: Total surface area

Q: For the regular pentagonal base, each edge measures 3.2 cm and the apothem measures 2 cm. a) Find…

A: a) Find the area of the regular pentagonal base.

Q: A woodman makes a cut shown out of a rectangular block with a square base of side 5in. The base is…

A: For the given dimensions  Diameter = 5 inch  Altitude = 13 inch  The volume and area of a cylinder…