A right rectangular prism is packed with identical cubes. The dimensions of the prism are: length = 8 cubes, width = 3 cubes, height = 2 cubes. The side length of each cube is ½ inch. What is the volume, in cubic inches, of the right rectangular prism?
plz answer I am confusion
oki
but does this question have answer choices
like multiple choice?
yes
No it doesn't
This is what is says
Ok, we know how many cubes fit along each side of the rectangular prism, and we also know the dimensions of the cubes. This gives us two possible methods for solving the volume of the rectangular prism: One method is for us to find the volume of each cube and then find out how many cubes fit into the prism. The volume of each cube is given by its dimensions, 1/2*1/2*1/2, so each cube is 1/8 cubic inches. Also, the number of cubes that fit into the prism totals 8*3*2 cubes, which is 48 cubes. If 48 cubes fit into the prism and each cube is 1/8 cubic inch of volume, the total volume of the prism is 48*1/8 cubic inches, or 6 cubic inches The second method would involve us finding the dimensions of the prism based on the number of cubes that fit on each side. Since each cube is 1/2 inch on each side, the length of the prism would be 8*1/2, the width would be 3*1/2, and the height would be 2*1/2. So, we find that the prism is 4 inches long, 3/2 inches wide, and 1 inch high. Then, we can find that the volume of the prism is 4*3/2*1, which equals 6 cubic inches Two different methods for the same result. Please let me know if there's anything about either explanation I can clarify :)
The total area of the polygon would be a different equation right?
Ok I will figure it out you can continue with your night or day
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Ok thank you!
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