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10 Jul 2026, 00:56
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D is older than each of the 3 siblings so D can not be the siblings and E is not one of the siblings so siblings Must be A,C,F
B>D>_>_>_
From this we know B and D can not be in group 3 but B can only be in group 1 because B will for sure become 1 of the 2 oldest intern (whether the other is E or D)
D is safe at group 2 because D will always be older than A,C,F so cannot be the youngest. There still be a chance D is in group 1 but we don't care about it
E can be anywhere (top, last, middle because we don't have a fixed value of E)
B>D>_>_>_
From this we know B and D can not be in group 3 but B can only be in group 1 because B will for sure become 1 of the 2 oldest intern (whether the other is E or D)
D is safe at group 2 because D will always be older than A,C,F so cannot be the youngest. There still be a chance D is in group 1 but we don't care about it
E can be anywhere (top, last, middle because we don't have a fixed value of E)
Bunuel
10 Jul 2026, 01:17
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We are given :
1. Bram > Daria
2. Daria is older than all 3 siblings
3. Elise is not a sibling
Since both Bram and Daria are older than all 3 siblings, they cannot be a sibling. So the 3 siblings must be Anya, Clara and Felix.
That gives : Bram > Daria > Anya, Clara, Felix. Elise can be anywhere.
Now, for (Group 2 but not Group 3)
Daria can never be in Group 3 because there are already 3 interns (siblings) greater than her, so she cannot be one of the 2 youngest.
She can be in Group 2 if Elise is older than Daria (making Group 1 = Bram & Elise)
So Daria fits.
For (Any Group)
Elise has no fixed position. She could be older than Bram (Group 1). between Bram and Daria (Group 2), or younger than the siblings (group 3).
Group 2 but not Group 3 : Daria
Any Group : Elise
1. Bram > Daria
2. Daria is older than all 3 siblings
3. Elise is not a sibling
Since both Bram and Daria are older than all 3 siblings, they cannot be a sibling. So the 3 siblings must be Anya, Clara and Felix.
That gives : Bram > Daria > Anya, Clara, Felix. Elise can be anywhere.
Now, for (Group 2 but not Group 3)
Daria can never be in Group 3 because there are already 3 interns (siblings) greater than her, so she cannot be one of the 2 youngest.
She can be in Group 2 if Elise is older than Daria (making Group 1 = Bram & Elise)
So Daria fits.
For (Any Group)
Elise has no fixed position. She could be older than Bram (Group 1). between Bram and Daria (Group 2), or younger than the siblings (group 3).
Group 2 but not Group 3 : Daria
Any Group : Elise
10 Jul 2026, 01:35
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A company is assigning 6 interns, Anya, Bram, Clara, Daria, Elise, and Felix, to 3 orientation groups based on age. The 2 oldest interns will be assigned to Group 1, the 2 youngest interns will be assigned to Group 3, and the remaining 2 interns will be assigned to Group 2. No two interns are the same age. Exactly 3 of the interns are siblings.
The following information is known:
• Bram is older than Daria.
• Daria is older than each of the 3 siblings.
• Elise is not one of the siblings.
given 6 interns
3 groups based on age
oldest in group 1
youngest in group 3
and other 2 in group 2
given
B is older than D
D is older than each of siblings
E is not sibling
so siblings are A,C,F
group 1 contenders can be (B,E)
group 2 contenders can be (E,A,C,F)
group 3 (E,A,C,F)
Group 2 but not Group 3 will be Daria
Any Group will be Elise
The following information is known:
• Bram is older than Daria.
• Daria is older than each of the 3 siblings.
• Elise is not one of the siblings.
given 6 interns
3 groups based on age
oldest in group 1
youngest in group 3
and other 2 in group 2
given
B is older than D
D is older than each of siblings
E is not sibling
so siblings are A,C,F
group 1 contenders can be (B,E)
group 2 contenders can be (E,A,C,F)
group 3 (E,A,C,F)
Group 2 but not Group 3 will be Daria
Any Group will be Elise
