125 cubes of the same size are arranged on the form of a cube in the table than a column of 5 cube is removal from each of the four corners all the exposed faces of the rest of the solid accept the face touching the table are colour red how many cubes do not have any coloured face how many small cubes are there in a solid after the removal of the column how many groups have only one red face each how many cubes have more than one class fees
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Answer:
27 are coloured
Step-by-step explanation:
Number of cubes with no face painted is
105 - 34 - 24 - 20 = 27
Or else all the 3 x 3 x 3 inner cubes will remain coloured.
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