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02 Jul 2025, 01:15
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Let A, B, C, D, E, & F represent Abstract, Baroque, Cubist, Digital, Expressionist, and Folk respectively
Let Gallery A, B & C be represented by Ga, Gb & Gc
Considering initial passage and first two statements,
Each artwork type is displayed in exactly one gallery, and no gallery is empty.
Gb has exactly 3 artworks; B & A are displayed together but not in Gc.
1.) For no gallery to be empty the artworks B & A that are together must be in Gb with 3 artworks. Leaving space for 1 more.
Considering rest of statements,
E & C are in different galleries; F is in Gc. This would provide multiple possibilities.
∴ considering the options to narrow this down, we see Gc can have F or F & C or F, C, & D as we already know Gc has F displayed.
2.) C and D cannot be together as Gb needs atleast 3 artwork displayed and D cannot be displayed with F in Gc as there is no such option
∴ only C and F are displayed in Gc
Then, This way D can be displayed only in Gb and and E is the only art displayed in Ga.
∴ Correct option is Gallery A : Expressionist Only
Gallery C : Cubist and Folk only
Let Gallery A, B & C be represented by Ga, Gb & Gc
Considering initial passage and first two statements,
Each artwork type is displayed in exactly one gallery, and no gallery is empty.
Gb has exactly 3 artworks; B & A are displayed together but not in Gc.
1.) For no gallery to be empty the artworks B & A that are together must be in Gb with 3 artworks. Leaving space for 1 more.
Considering rest of statements,
E & C are in different galleries; F is in Gc. This would provide multiple possibilities.
∴ considering the options to narrow this down, we see Gc can have F or F & C or F, C, & D as we already know Gc has F displayed.
2.) C and D cannot be together as Gb needs atleast 3 artwork displayed and D cannot be displayed with F in Gc as there is no such option
∴ only C and F are displayed in Gc
Then, This way D can be displayed only in Gb and and E is the only art displayed in Ga.
∴ Correct option is Gallery A : Expressionist Only
Gallery C : Cubist and Folk only
02 Jul 2025, 01:45
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Gallery A: Expressionist only
Gallery C: Cubist and Folk only
Baroque and Abstract must be together and not in Gallery C, so we place them in Gallery B with a third artwork to meet its 3-artwork requirement.
Cubist and Expressionist must be in different galleries, so we assign Expressionist to Gallery A and Cubist to Gallery C along with Folk (which must be in Gallery C).
This setup satisfies all constraints making Expressionist only for Gallery A and Cubist and Folk only for Gallery C the correct selections.
Gallery C: Cubist and Folk only
Baroque and Abstract must be together and not in Gallery C, so we place them in Gallery B with a third artwork to meet its 3-artwork requirement.
Cubist and Expressionist must be in different galleries, so we assign Expressionist to Gallery A and Cubist to Gallery C along with Folk (which must be in Gallery C).
This setup satisfies all constraints making Expressionist only for Gallery A and Cubist and Folk only for Gallery C the correct selections.
02 Jul 2025, 01:48
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The question seemed easy at firs and after I made small notes, I started to create my own possibilities based on the given conditions but when I moved to the options, I realised it was a mistake and I should have looked at the options first and then try which one is possible.
After spending some time, this is how I landed to the answer:
Team A: AB is not possible here because if AB is here then it leaves CDE for B which isn't possible (explained below) - So AB will be in B Gallery
Team B: exactly 3 artworks here (CDE cannot be here because C and E are to be separately)
Team C: F is fixed here
Now: checking options seeing which one fits after fixing AB in gallery B and F in gallery C (I did the below one based on the options given:
Team A: D or E
Team B: AB (fixed) D or E
Team C: F (fixed) C
Now checking options:
Expressionist Only in gallery A fits (D Only is not an option)
Cubist and Folk only in gallery C fits
5, 2 - Ans
After spending some time, this is how I landed to the answer:
Team A: AB is not possible here because if AB is here then it leaves CDE for B which isn't possible (explained below) - So AB will be in B Gallery
Team B: exactly 3 artworks here (CDE cannot be here because C and E are to be separately)
Team C: F is fixed here
Now: checking options seeing which one fits after fixing AB in gallery B and F in gallery C (I did the below one based on the options given:
Team A: D or E
Team B: AB (fixed) D or E
Team C: F (fixed) C
Now checking options:
Expressionist Only in gallery A fits (D Only is not an option)
Cubist and Folk only in gallery C fits
5, 2 - Ans
