Sam, Kayra, Sheena, and Manny live in a four-storey building. From the given information, find who lives on the $1^{s t}$ floor.
1. Sam lives on an even-numbered floor.
2. Sheena does not live on the top floor.
3. Kayra lives on the floor above Sam's and below Manny's.

Sam

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Kayra

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Manny

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Sheena

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Solution

The correct option is D Sheena
Sam lives on an even-numbered floor. This means that he would either live on the $2^{n d}$ floor or on the $4^{t h}$ floor.

Kayra lives on the floor above Sam's and below Manny's. This means that Sam won't be living on the $4^{t h}$ floor, and Sheena will be living on the $1^{s t}$ floor.

Therefore, Sheena will be living on the $1^{s t}$ floor.

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Sam, Kayra, Sheena, and Manny live in a four-storey building. From the given information, find who lives on the 1st floor. 1. Sam lives on an even-numbered floor. 2. Sheena does not live on the top floor. 3. Kayra lives on the floor above Sam's and below Manny's.

Sam, Kayra, Sheena, and Manny live in a four-storey building. From the given information, find who lives on the $1^{s t}$ floor.
1. Sam lives on an even-numbered floor.
2. Sheena does not live on the top floor.
3. Kayra lives on the floor above Sam's and below Manny's.