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What else can I help you with?
Best describes the surface area of a solid figure?
The sum of the areas of each face of the solid.
What is the surface area of a rectangle prism?
it is when you for example==== surface area = 2(6)(4) + 2(6)(3) + 2(4)(3) = 108 in. square surface area of a solid is the sum of the areas of the outside surfaces of a solid
How do you find surface area of prymaid?
Using the dimensions you're given and those that you can calculate . . .-- Calculate and write down the area of each face of the pyramid.-- Then add up all of the individual areas.-- The sum is the surface area of the pyramid.
What is the lateral area of a prism?
It is the sum of the area of the lateral faces
What is the formula of the area of a trapezoid?
Area = 0.5*(sum of parallel sides)*height
Best describes the surface area of a solid figure?
The sum of the areas of each face of the solid.
What is meant by the total surface area of a solid?
The total surface area of a solid refers to the sum of the areas of all its external surfaces. It encompasses every face of the solid, including any curved surfaces, and is typically measured in square units. This measurement is important in various applications, such as calculating material requirements for construction or determining heat transfer in engineering contexts.
What is the sum of the areas of all the surfaces of a solid called?
The sum of all the areas of a surface of a solid is called the 'surface area'.
What is the sum of the area of all the faces of a solid figure called?
total surface area
The surface area of a polyhedron is found by?
Sum the areas of each face.
Solid figure is the sum of the areas of its lateral faces?
Net but then could be lateral area
The sum of the areas of the face or surfaces of a three dimensional figure?
The answer is surface area.
Is the sum of the areas of all the faces or surfaces if a solid figure?
Yes, the sum of the areas of all the faces or surfaces of a solid figure is known as its surface area. This measurement represents the total area that the surface of the solid occupies and is crucial for various applications, including material estimation and heat transfer calculations. Surface area can vary significantly depending on the shape and dimensions of the solid.
What is the name of sum of the areas of all faces of a solid figure?
The "Surface Area" of the solid figure. Note, the word "total" in the answer above is not correct/needed - there can not be anything less than a surface area of a solid figure.
What are the different terms in solid mensuration?
1. Plane Figures- A flat, closed figure that is in a plane- A plane figure can be made of straight lines, curved lines, or both straight and curved lines.2. Solid Figures- The figures which occupy space are called solids.- Solids are three dimensional figures i.e., they have length, breadth & height.- There are two important facts related to solids-a. Every solid has a surface area. Some solids have plane surfaces, others have curved surfaces.b. Every solid has a 'bulk' & its bulk occupies some space.3. Surface area-It is the sum of areas of all visible (exposed) surfaces of a solid.4. Volume-It is the three dimensional space occupied by a solid, liquid or gas.5. Lateral surface area - is the sum of the surface areas of all its faces excluding the base.6. Total surface area - is the sum of the surface areas of all its faces including the base.
What is the surface area of a rectangle prism?
it is when you for example==== surface area = 2(6)(4) + 2(6)(3) + 2(4)(3) = 108 in. square surface area of a solid is the sum of the areas of the outside surfaces of a solid
How do you figure area of solid figures?
-- You can only do one solid figure at a time. -- Pick one solid figure to work on. -- Stare at it for a while. In your mind, look at all of its flat faces, even the ones you can't see in the picture. -- One at a time, write down the area of each flat face. -- When you have them all, add up all the areas of the flat faces. -- The sum of all the faces is the area of the whole solid figure. If you're doing this in the second grade, then you must be pretty smart. I'm proud of you.
