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Lesson 17T Volume of Prisms Name___Period___Date___1. The volume of a prism is found by multiplying the area of the base and the ___. A. perimeter of the based. Height of the prism. Slant height of
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How to fill out volume and surface area

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How to fill out volume and surface area

01
To calculate volume, identify the shape of the object being measured.
02
For simple shapes like cubes or rectangular prisms, use the formulas: volume = length x width x height.
03
For complex shapes, break the shape down into simpler shapes and calculate the volume of each before adding them together.
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To calculate surface area, identify all the faces of the object that need to be measured.
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For simple shapes like cubes or rectangular prisms, use the formulas: surface area = 2lw + 2lh + 2wh.
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For complex shapes, break the shape down into simpler shapes and calculate the surface area of each before adding them together.

Who needs volume and surface area?

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Architects and engineers who need to calculate the amount of material needed for a construction project.
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Manufacturers who need to optimize packaging or shipping costs based on the volume and surface area of their products.
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Students learning geometry or calculus who need to understand the concepts of volume and surface area.
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Volume is the amount of space occupied by an object in three dimensions, while surface area is the total area that the surface of an object occupies.
Individuals or organizations working with objects or structures that have volume and surface area are required to file this information.
Volume and surface area can be calculated using mathematical formulas specific to the shape of the object. Measurements and calculations must be accurate.
Volume and surface area provide important information about the size and shape of objects, which can be useful in various applications such as construction, engineering, and design.
The report should include accurate measurements of volume and surface area for the object or structure in question.
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