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Six people C, D, E, K, L and M are each of a different height. E is shorter than only L. Only one person is shorter than C. K is shorter than D but taller than M. How many people are shorter than K?

Six people C, D, E, K, L and M are each of a different height. E is shorter than only L. Only one person is shorter than C. K is shorter than D but taller than M. How many people are shorter than K? Correct Answer Two

The logic followed here is :-

Six people C, D, E, K, L and M are each of a different height.

1) E is shorter than only L.

[ alt="F1 Savita Railways 17.05.2022 D14" src="//storage.googleapis.com/tb-img/production/22/05/F1_Savita_Railways_17.05.2022_D14.png" style="width: 195px; height: 23px;">

2) Only one person is shorter than C.

[ alt="F1 Savita Railways 17.05.2022 D15" src="//storage.googleapis.com/tb-img/production/22/05/F1_Savita_Railways_17.05.2022_D15.png" style="width: 192px; height: 20px;">

3) K is shorter than D but taller than M.

[ alt="F1 Savita Railways 17.05.2022 D16" src="//storage.googleapis.com/tb-img/production/22/05/F1_Savita_Railways_17.05.2022_D16.png" style="width: 189px; height: 19px;">

∴ Here, two people are shorter than 'K'.

Hence, the correct answer is "Two".

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