Respuesta :
Answer:
The type of axonometric projection that contains equal angles between the height, width, and depth axes is called an isometric projection.
Explanation:
Axonometric projections are a type of pictorial projection used in technical drawing to represent three-dimensional objects in a two-dimensional format. They maintain the relative proportions and angles of the object's sides while eliminating perspective distortion.
In an isometric projection, the angles between the height, width, and depth axes are all equal. This means that each of these axes is inclined at 120 degrees to one another. As a result, all three dimensions (height, width, and depth) appear equally foreshortened in the projection.
To create an isometric projection, the object is aligned with a set of isometric axes. These axes are mutually perpendicular and create a 120-degree angle with each other. The object is then projected onto a two-dimensional plane based on these axes, resulting in a representation that shows equal angles between the height, width, and depth axes.
In summary, the type of axonometric projection that contains equal angles between the height, width, and depth axes is called an "isometric projection." It is characterized by a 120-degree angle between each of the three axes, resulting in equal foreshortening of all three dimensions.
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Final answer:
The type of axonometric projection that contains equal angles between the height, width, and depth axes is an isometric projection.
Explanation:
The type of axonometric projection that contains equal angles between the height, width, and depth axes is an isometric projection.
In an isometric projection, the angles between the three axes are all equal, measuring 120 degrees. This projection is commonly used in technical drawings and engineering to represent three-dimensional objects with equal scale and proportion.
For example, if you have a cube and you draw lines from each corner to a vanishing point, the resulting projection is an isometric projection.
