![]() ![]() For prisms, the surface area includes the areas of the bases and the faces. You can think of it as the amount of wrapping paper you would need to entirely cover the surface of a 3D object, with no overlaps or gaps. Surface area is the measure of the total area that the surface of an object occupies. A unique and fascinating feature of prisms is that if you were to ‘slice’ a prism parallel to the bases, each slice would look identical to the base! What is Surface Area? The term ‘prism’ might immediately bring to mind the image of a triangular prism – which is a common type of prism – but remember, prisms can have bases of various shapes. ![]() The bases are always parallel and identical. The bases can be any shape or size - triangles, rectangles, or hexagons. Brace yourselves, young mathematicians, as we unravel the mysteries of prisms and their surface areas! What is a Prism?Ī prism is a polyhedron (a solid 3-D figure) with two identical ends known as bases, and all other faces (sides) are rectangles or parallelograms. Understanding the surface area can help solve such everyday dilemmas! So whether you’re trying to calculate how much paint you need for a project or working on a school assignment, understanding the surface area of prisms can be incredibly handy. Imagine trying to wrap a present without knowing how much wrapping paper you need. Today, we’re going to venture into the fascinating world of geometry, focusing particularly on the concept of prisms and their surface areas. Welcome to another exciting math journey with Brighterly, where we make learning enjoyable and intuitive for kids.
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