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Wedge Surface Area

Last modified by
on
Feb 27, 2025, 3:21:25 PM
Created by
on
Feb 27, 2025, 12:55:41 PM
`A =  (D * H) + (D*W) + (W*H) + (sqrt(D^2+H^2)*W)`
`(W) "Width"`
`(H) "Height"`
`(D) "Depth"`
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UUID
26325462-f50a-11ef-9fe5-bc764e2009d0

The Surface Area of a Wedge calculator computes the surface area of a wedge shaped object based on its dimensions.

INSTRUCTIONS: Choose units and enter the following:

  • (H) Height 
  • (W) Width
  • (D) Depth

Wedge Surface Area (A): The calculator returns the area in square centi-meters.  However, this can be automatically converted to compatible units (e.g., square inches or feet) via the pull-down menu.

The Math / Science

A wedge is geometrically a three dimensional triangle with triangular ends.  The formula for the surface area of a wedge is:

`A =  (D * H) + (D*W) + (W*H) + (sqrt(D^2+H^2)*W)`

where


A wedge is a three-dimensional geometric shape that has a right - triangular cross-section with a 90o corner and typically tapers from a thick end to a thin edge. It can be thought of as a prism with a triangular base, where one face is slanted, forming an inclined plane. It has five sides.Wedge diagram

Properties of a Wedge Shape:

  • Base: Typically a rectangle or a parallelogram.
  • Sides: At least one slanted face, usually a triangle.
  • Edges: The meeting points of the faces create sharp edges, often leading to a thin end.
  • Angles: The wedge often has an acute angle at one end and a broader face at the other.

Examples of Wedges in Real Life:

  • Tools: Axe heads, chisels, doorstops.
  • Natural Forms: Some rock formations and ice wedges.
  • Engineering: Airplane wings and hydrofoils have wedge-like cross-sections for aerodynamics


Wedge Calculators


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