Suppose that each of the bases of the hexagonal prism below has an area of 14 cm2 and that each lateral face has an area of 18 cm². Find the total (surface) area (in square centimeters) of the prism. cm2

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Q: find the surface area of a right prism with height 18.3 cm and base w that is equilateral triangle…

A: Given that base of right prism is equilateral triangle with side 7.4 cm and height of prism is 18.3…

Q: What is the volume of a traingular prism

A: we have to find volume of the triangular prism Let there be a triangular prism having dimensions a,…

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A: A deltoid has diagonals 16 and 8 cm long. The 16 cm diagonal is on the symmetry axis of the deltoid…

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A:

Q: Determine the volume (in cm3) of a right prism whose altitude is 4 cm and whose base is a right…

A: The volume of right prism whose base is right angle triangle= Area of base traingle × Altitude of…

Q: 2 Find the radius of a sphere whose vole is 1793 cm

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Q: Suppose the volume of a given sphere is 24429cm³. Find the size of area of the spherical triangle…

A: There appears to be two questions. The first question carries a figure and some information, but no…

Q: Compute the height of a regular pyramid with a base area of 48.0 square feet and a volume of 212.0…

A: Area of the base of a regular pyramid is:  AB=48  sq. ft.Volume of pyramid is:  V=212  cubic ft.

Q: A 0.500m long hexagonal concrete shaft measuring 20.0cm across the corners has a triangular hole…

A: Given data :  Length of the shaft , h = 0.500 m                                      = 50 cm  side…

Q: A SIUrage shed is a composia roof. Determine the volume 3 ft. 15 ft. 12 ft. 12 ft.

A:

Q: Examine several rectangles, each with a perimeter of 40 in., and find the dimensions of the…

A: Given:Perimeter =40 in.

Q: What is the lateral area of a square based pyramid if the side is 5 in and the height is 10 in?

A: I have used surface area fomula for pyramid

Q: Two cubes of same side 6 cm are joined end to end. Then, the total surface area of the new cuboid is…

A: Formula Used: Surface area of cuboid   Surface Area=2 [lb+bh+hl]