CAT 2025 Slot 2 Answer Key DILR: Download Question Paper with Answer Key PDF

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Chanpreet Kaur

Content Writer | MBA Professional | Updated on - Dec 3, 2025

CAT 2025 Slot 2 DILR Answer Key is available here for free download. CAT 2025 Slot 2 paper was conducted on November 30 from 12.30 PM to 2.30 PM. CAT 2025 Slot 2 Answer Key DILR has answers to 22 questions. CAT 2025 Slot 2 DILR Answer Key will help candidates to analyze their scores.

Also Check CAT 2025 Answer Paper (All Slots)

CAT 2025 Slot 2 DILR Answer Key PDF – Memory Based

CAT 2025 Slot 2 DILR Answer Key PDF
Question Paper PDF Check Answer Key
CAT 2025 Slot 2 DILR Answer Key PDF


Question 1:

Six employees — A, B, C, D, E, F — each specialize in exactly one of three skills: Data, Design, or Marketing (two per skill).
1. A and D do not share a skill.
2. B’s skill is the same as either E or F (but not both).
3. C is not in Marketing.
How many valid assignments of skills are possible?


Question 2:

Eight people sit around a circular table: P, Q, R, S, T, U, V, W.
Q sits second to the right of P.
S is not a neighbor of R.
Only two people sit between T and W.
U sits opposite V.
How many distinct seatings satisfy all conditions?


Question 3:

A store sells four items (A, B, C, D) over three months (Jan, Feb, Mar).
Total sales of A over the three months = 300 units.
Feb sales of C are 50 more than Jan sales of C.
Mar sales of B are half of Feb sales of A.
Total sales across all months for all items = 1320 units.
What are the sales in Feb for item A?


Question 4:

Four students (K, L, M, N) participate in four competitions (Quiz, Debate, Chess, Coding), one event each.
1. K does not do Quiz or Chess.
2. L does Coding.
3. N does not do Debate.
4. M does not do the same event type as K.
How many valid assignments are possible?


Question 5:

A courier must travel from Hub S to Hub T using intermediate hubs A, B, C.
Allowed edges: S→A, S→B, A→C, B→C, C→T, A→T.
The courier cannot use more than 3 edges in total.
How many valid routes from S to T are possible?

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Check:

CAT Questions

  • 1.
    Four students (K, L, M, N) participate in four competitions (Quiz, Debate, Chess, Coding), one event each.
    1. K does not do Quiz or Chess.
    2. L does Coding.
    3. N does not do Debate.
    4. M does not do the same event type as K.
    How many valid assignments are possible?


      • 2.
        Six employees — A, B, C, D, E, F — each specialize in exactly one of three skills: Data, Design, or Marketing (two per skill).
        1. A and D do not share a skill.
        2. B’s skill is the same as either E or F (but not both).
        3. C is not in Marketing.
        How many valid assignments of skills are possible?


          • 3.
            Six employees A, B, C, D, E, F are to be assigned to three projects (P1, P2, P3), each with exactly two employees, under the following constraints:
            A and D cannot be together;
            B must be with C or F;
            E must be in a project different from C;
            F cannot be in P1.
            How many valid assignments are possible?

              • 8
              • 10
              • 12
              • 14

            • 4.
              A courier must travel from Hub S to Hub T using intermediate hubs A, B, C.
              Allowed edges: S→A, S→B, A→C, B→C, C→T, A→T.
              The courier cannot use more than 3 edges in total.
              How many valid routes from S to T are possible?


                • 5.
                  Eight people P, Q, R, S, T, U, V, W are seated in two rows of four each.
                  Rules:
                  1. P sits directly in front of R.
                  2. Q is somewhere to the right of P (same row).
                  3. T and S cannot be in the same row.
                  4. W must be in the front row.
                  5. U must sit immediately left of V (same row).
                  How many seating arrangements are possible?

                    • 12
                    • 16
                    • 18
                    • 20

                  • 6.
                    Eight people sit around a circular table: P, Q, R, S, T, U, V, W.
                    Q sits second to the right of P.
                    S is not a neighbor of R.
                    Only two people sit between T and W.
                    U sits opposite V.
                    How many distinct seatings satisfy all conditions?

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