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The area of three consecutive faces of a cuboid are 180 cm², 270 cm², 216 cm², then the volume of the cuboid is: |
3684 cm³ 4000 cm³ 3240 cm³ 3756 cm³ |
3240 cm³ |
Area of three consecutive faces of a cube = lb, bh, lh Volume = lbh = \(\sqrt {l^2b^2h^2}\) = \(\sqrt {lb \times bh \times lh}\) = \(\sqrt {180 \times 270 \times 216}\) = 3240 cm³ |
