Rubik's cube has a total surface area of 54 ${c m}^{2}$ . The area occupied by a single red tile on Rubik's cube is ___ .

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Solution

Area of each face= $\frac{54}{6}$ =9 $c m^{2}$

Area of each tile= $\frac{9}{9}$ = 1 $c m^{2}$
(As there will be 9 tiles on each side of Rubik’s cube)

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Rubik's cube has a total surface area of 54 cm2. The area occupied by a single red tile on Rubik's cube is ___ .

Area of each face=546=9 cm2 Area of each tile= 99 = 1 cm2 (As there will be 9 tiles on each side of Rubik’s cube)

Rubik's cube has a total surface area of 54 ${c m}^{2}$ . The area occupied by a single red tile on Rubik's cube is ___ .

Area of each face= $\frac{54}{6}$ =9 $c m^{2}$

Area of each tile= $\frac{9}{9}$ = 1 $c m^{2}$
(As there will be 9 tiles on each side of Rubik’s cube)