AM.I.H.K2
KnowledgeVolumes of various geometrical shapes.
From the FAA library
- Chapter 3: Mathematics in Aviation Maintenance › Computing Volume of Three-Dimensional Solids › Cube
Rectangular Solid A rectangular solid is a three-dimensional solid with six rectangular-shaped sides. [Figure 3-24] The volume is the number of cubic units within the rectangular solid. The formula for the volume of a rectangular solid ... Figure 3-19. Trapezoid. Figure 3-20. Circle. volume = length × width × height = l × w × h In Figure 3-24, the rectangular solid is 3 feet by 2 feet by 2 feet. The volume of the solid in Figure…
- Chapter 3: Mathematics in Aviation Maintenance › Conversion Factors › Units of Volume
with sides that gradually taper to a point is called a cone. [Figure 3-29] The formula for the volume of a cone is given as: Units of Volume Since all volumes are not measured in the same units ... necessary to know all the common units of volume and how they are related to each other. For example, the mechanic may know the volume of a tank in cubic feet or cubic inches, but when the tank is full…
- Chapter 3: Mathematics in Aviation Maintenance › Computing Volume of Three-Dimensional Solids › Cylinder
Cylinder A solid having the shape of a can, a length of pipe, or a barrel is called a cylinder. [Figure 3-26] The ends of a cylinder are identical circles. The formula for the volume of a cylinder ... volume = π × radius2 × height of the cylinder = π r2 × h One of the most important applications of the volume of a cylinder is finding the piston displacement of a cylinder in a reciprocating engine. Piston displacement is the total volume…