Imagine you have two sets of 8 blocks, each measuring 1 cm along each edge. You arrange one set into a large cube, 2 blocks × 2 bl

Imagine you have two sets of 8 blocks, each measuring 1 cm along each edge. You arrange one set into a large cube, 2 blocks × 2 blocks × 2 blocks. You arrange the other set into a straight beam, 1 block × 8 blocks. Compared with the beam, the large cube has.

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  1. Compared with the beam, the large cube has the same volume but a smaller surface area.

    What is a rectangle?

    It is defined as two-dimensional geometry in which the angle between the adjacent sides is 90 degrees. It is a type of quadrilateral. The area occupied by the rectangle in two-dimensional planner geometry.
    The area of a rectangle can be calculated using the following formula:
    Rectangle area = length x width
    Given that, there are two sets of eight blocks, each with an edge measurement of 1 cm. Two blocks are placed on top of two other blocks to form a big cube. You assemble the second set into a 1-by-8-block straight beam.
    Since the volume is the same.
    The surface area of a cube,
    =6a²
    =6(2)²
    =6×4
    =24 cm²
    The surface area of a beam,
    =1 × 8
    =8 cm²
    Thus, compared with the beam, the large cube has the same volume but a smaller surface area.
    Learn more about the rectangle here:
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