Which statement about calculating the volume of a three-dimensional figure is TRUE?The volume of a three-dimensional figure is always less than its surface area.To determine volume, you multiply the surface area of the net by the height of the figure.The volume of a three-dimensional figure is always less than the area of the base.To determine volume, you calculate the area of the base and then multiply that product by the height of the figure.
Question
Which statement about calculating the volume of a three-dimensional figure is TRUE?The volume of a three-dimensional figure is always less than its surface area.To determine volume, you multiply the surface area of the net by the height of the figure.The volume of a three-dimensional figure is always less than the area of the base.To determine volume, you calculate the area of the base and then multiply that product by the height of the figure.
Solution
The true statement about calculating the volume of a three-dimensional figure is: "To determine volume, you calculate the area of the base and then multiply that product by the height of the figure."
This is the basic formula for calculating the volume of prisms and cylinders. The volume is found by taking the area of the shape at the base and multiplying it by the height. For example, the volume of a cylinder is found by calculating the area of the circular base (πr^2) and then multiplying that by the height (h) of the cylinder, giving the formula V=πr^2h.
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