2 rectangular pyramids are connected at their bases. the total height of the 2 figures if 10 units. the base edge lengths are 9 units and 1.5 units. the height of each pyramid is 5 units. which statements about the composite figure are true? check all that apply. the composite figure consists of two rectangular pyramids. the composite figure can be broken down into rectangular prisms. the volume of the composite figure is 1.5(9)(5) 1.5(9)(5). the total volume is 45 units3. the total volume is 90 units3.

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Answer:

A: The composite figure consists of two rectangular pyramids.

D: The total volume is 45 units³.

Step-by-step explanation:

The true statements about the figure are:

  • Volume of the composite figure = sum of the volume of each rectangular pyramids.
  • Volume of the composite figure = 45 units³

What is the Volume of a Rectangular Pyramid?

Volume = 1/3(length)(width)(height)

The volume of the composite figure = sum of the volume of each rectangular pyramids.

The two pyramids have the same height and base. Therefore:

Volume of the composite figure = 2[1/3(length)(width)(height)] = 2[1/3(9)(1.5)(5)]

Volume of the composite figure = 45 units³

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