Prism mensuration formulas concepts and tricks are very important, and we should know these clearly because several types of problems are asked in the competitive math section. Here, we will discuss the properties, mensuration formulas and some solved problems related to this chapter. Look below for the properties.
We hope you got the concept by looking at the above photo. If not, let me clear the property of the prism. Then we will discuss mensuration formulas related to this Math Chapter.
What is Prism?
A type of solid shape whBasebase and top properties are the same, and all other properties are flat. Looking at the above photo, you can see that every shape has the base and top properties, which are yellow-colored. The top and base properties may be formed by a triangle, quadrilateral, pentagonal, hexagonal, octagonal, or so on geometrical shapes. And the formula for finding the volume or surface area(lateral and total surface area) of a prism depends on base, top, and lateral face properties. This is the core concept for mensuration problems. Now, we are showing you how different formulas. We used too many words. But in reality, it helps you understand the prism mensuration and tricks for these chapter problems.
Volume formulas(General): The general volume formula of the prism is (Area of base X Height).
Area formulas(General): The general area formula of the prism(total surface) is (2 X area of BaseBase + perimeter of base X height)
The volume of Triangular Prism: Look below for the volume formula of a triangular prism.
We recommend you read the tutorial on Triangle mensuration formulas. When you have to find the volume or area of a triangular prism, you need the triangle area formula. As you know, triangles are of various types according to their arms and angles. We briefly discussed that in the triangle tutorial.
Volume formula of Rectangular Shape: Here, we are not discussing briefly. Just use the formula of shortcut cuboid volume formulas. Because Cuboid is a prism. But note, when you get a non-right angular shape, you have to find the height of the prism.
Soon, we will return to this topic with other important formulas and concepts.
We hope you got the concept by looking at the above photo. If not, let me clear the property of the prism. Then we will discuss mensuration formulas related to this Math Chapter.
Mensuration formulas of a prism
What is Prism?
A type of solid shape whBasebase and top properties are the same, and all other properties are flat. Looking at the above photo, you can see that every shape has the base and top properties, which are yellow-colored. The top and base properties may be formed by a triangle, quadrilateral, pentagonal, hexagonal, octagonal, or so on geometrical shapes. And the formula for finding the volume or surface area(lateral and total surface area) of a prism depends on base, top, and lateral face properties. This is the core concept for mensuration problems. Now, we are showing you how different formulas. We used too many words. But in reality, it helps you understand the prism mensuration and tricks for these chapter problems.
Volume formulas(General): The general volume formula of the prism is (Area of base X Height).
Area formulas(General): The general area formula of the prism(total surface) is (2 X area of BaseBase + perimeter of base X height)
The volume of Triangular Prism: Look below for the volume formula of a triangular prism.
We recommend you read the tutorial on Triangle mensuration formulas. When you have to find the volume or area of a triangular prism, you need the triangle area formula. As you know, triangles are of various types according to their arms and angles. We briefly discussed that in the triangle tutorial.
Volume formula of Rectangular Shape: Here, we are not discussing briefly. Just use the formula of shortcut cuboid volume formulas. Because Cuboid is a prism. But note, when you get a non-right angular shape, you have to find the height of the prism.
Soon, we will return to this topic with other important formulas and concepts.
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