A cube has five of its faces painted half red and half white. The other face is completely painted white. What is the ratio between the red painted areas and the white painted areas of the cube?
Answers:
A) 6:11
B) 2:5
C) 3:4
D) 5:7
E) 2:3
Let x be the area of each face of the cube.   The area painted red is 5(x/2) = 5x/2   The area painted white is 5(x/2) + x = 7x/2x   The ratio of red to white is 5x/2:7x/2 which is 5:7.   The answer is 5:7.
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A cube has five of its faces painted half red and half white. The other face is completely painted white. What is the ratio between the red painted areas and the white painted areas of the cube?