Vertex A of section ABC is at the midpoint of the edge of the cube as shown. If the area of the section is 25 sq.in., find the volume and total surface area of the cube. B T= 212.13 in.? V = 210. 22 in.3

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A: We know that a regular hexagon has equal size of sides and 6 equal angles.

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A: Question:-  The figure belwo is a net for a triangular                        pyramid.…

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A: Given:  AD = 2  BD = 8  <ADE = 75°

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Q: Find the surface area and volume of the following pyramid -12 -10

A: This question can be solved using the concept of surface area and volume of pyramid.

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Q: 1. In AABC, AB = 19, AC = 24, and m<A=65°. Find the area of AABC, to the nearest tenth of a square…

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A: hello greetings from bartelby.i am here to help you.

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A: Here, the height of each triangle is h=12.12 cm and and width of each triangles is b=14 cm. So, Area…

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A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

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A: We have to find out

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A: to find:- volume of pyramid.

Q: Question 2 The net of a square pyramid and its dimensions are shown in the diagram. 10 ft 8 ft 12 ft…

A: Option F is correct. See the attachment

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Q: Use the net to find the surface area of the regular pyramid. 3 in. 4 in. in 2

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Q: 3. What is the surface area of this regular pyramid? 12 ft 10 ft 240 ft2 O 250 ft? O 340 ft? 300 ft?

A: This question is based on simple formula of surface area of a pyramid.

Q: Find the surface area of the regular pyramid. 3 in. 4 2 in. in.2

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Q: Two cubes each of 10 cm edge are joined end to end. Find the Surface area of the resulting cuboid

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Q: 16. Find the surface area of this regular pyramid. 6 ft 9 ft O 486 ft2 O 135 ft2 189 ft2 O 243 ft2

A: From the image we see that:the length of the base=L=9 ftslant height=s=6 ft

Q: What is the surface area of this regular pyramid? 12 ft 10 ft 240 ft2 250 ft2 300 ft2 340 ft2

A: Total surface area of pyramid is 1/2PL +A

Q: A square pyramid has a volume of 147 cm'. If the 3-D height of the pyramid is 9 cm, what is the…

A: Given  Volume of a square pyramid = 147 cm3 Height of the pyramid = 9cm

Q: Two cubes each of 10 cm edge are joined end to end. Find the surface area of the resulting cuboid

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Q: The lateral faces of this square pyramid are equilateral triangles. 18 m

A: Surface area of pyramid