There are 2 cubes A and B each of volume X cm3. Cube B is cut into sm

1.	There are 2 cubes A and B each of volume X cm3. Cube B is cut into smaller cubes each of volume Y cm3. The surface area and volumes of the resulting cubes are compared. S1: The ratio of volumes of A and B = 1:1 S2 : The ratio of surface areas of A and B = 1:1
Answer» There are 2 cubes A and B each of volume X $c m^{3}$ . Cube B is cut into smaller cubes each of volume Y $c m^{3}$ . The surface area and volumes of the resulting cubes are compared. S1: The ratio of volumes of A and B = 1:1 S2 : The ratio of surface areas of A and B = 1:1

There are 2 cubes A and B each of volume X cm3. Cube B is cut into smaller cubes each of volume Y cm3. The surface area and volumes of the resulting cubes are compared. S1: The ratio of volumes of A and B = 1:1 S2 : The ratio of surface areas of A and B = 1:1

Answer»

There are 2 cubes A and B each of volume X $c m^{3}$ . Cube B is cut into smaller cubes each of volume Y $c m^{3}$ . The surface area and volumes of the resulting cubes are compared.

S1: The ratio of volumes of A and B = 1:1

S2 : The ratio of surface areas of A and B = 1:1

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There are 2 cubes A and B each of volume X cm3. Cube B is cut into smaller cubes each of volume Y cm3. The surface area and volumes of the resulting cubes are compared. S1: The ratio of volumes of A and B = 1:1 S2 : The ratio of surface areas of A and B = 1:1

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