2 squares and 4 rectangles
* * * * *
6 rectagles in three pairs. The ends need not be squares.
The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.
To calculate the number of straws needed to make a rectangular prism, you would need to determine the dimensions of the prism (length, width, and height) in terms of the length of a single straw. Then, you would calculate the total number of straws required by multiplying the number of straws needed for each dimension. For example, if the prism is 10 straws long, 5 straws wide, and 3 straws high, you would need 10 x 5 x 3 = 150 straws.
sqare
triangle and rectangle
48
6 rectangles
6 rectangles. Three pairs of two each. A box is a rectangular prism.
6 sides are needed
Squared. When you find surface area, you are only finding the area of the shapes that make up the three-denominational shape.
A larger rectangular prism.
There are six rectangles, consisting of three pairs of congruent rectangles.
The answer depends on their relative dimensions.
A rectangular prism can be formed by extending a rectangle in three dimensions. Additionally, other shapes, such as parallelograms, can also be used to create similar three-dimensional shapes, though they would not strictly be rectangular prisms unless the faces are rectangles. Essentially, any shape that can be extruded or extended uniformly along a third dimension can contribute to forming a prism-like structure.
A rectangular prism has 6 flat surfaces
A rectangular prism.
The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.The answer depends on what is known about the 2d shapes.
To calculate the number of straws needed to make a rectangular prism, you would need to determine the dimensions of the prism (length, width, and height) in terms of the length of a single straw. Then, you would calculate the total number of straws required by multiplying the number of straws needed for each dimension. For example, if the prism is 10 straws long, 5 straws wide, and 3 straws high, you would need 10 x 5 x 3 = 150 straws.