A cube has six numbers marked 1, 2, 3, 4, 5, and 6 on its faces. Three views of the cube are shown below: ![51i](https://d39jluplm5thpx.cloudfront.net//CSAT_2013_Q51_part1_2aa86e4bb1.png) What possible number can exist on the two faces marked A and B, respectively, on the cube? ![51ii](https://d39jluplm5thpx.cloudfront.net//CSAT_2013_Q51_part2_8d19db3b24.png)

QUESTION

CSAT

Easy

Reasoning

Prelims 2013

A cube has six numbers marked 1, 2, 3, 4, 5, and 6 on its faces. Three views of the cube are shown below:

51i

What possible number can exist on the two faces marked A and B, respectively, on the cube?

51ii

Select an option to attempt

Explanation

By rotating the 3rd dice, we'll get the required faces. By observating the 3rd dice, we know B is $3$ . And by 2nd dic, we can determine that the number corresponding to must be $2$ .

Therefore, A is $2$ and B is $3$ .

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