RBI Grade B Phase-I 2020 Memory Based Paper — Kerala PSC PYQ Practice with Answers
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- Paper code: rbi-grade-b-phase-1-2020-2
- Format: Full previous year paper — PYQ practice with answers
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Question 1 Reasoning Ability
Direction (1-5): Study the following information carefully and answer the questions given below:\n\nSeven persons P, Q, R, S, T, U and V have bought gifts of different costs. Each of them bought gifts of different colors i.e. Red, Orange, Blue, Yellow and Brown. Two of them bought gift of white color but not necessarily in the same order.\n\nU bought a gift of Red color which is more expensive than the one having Blue colored gift. The person who bought gift of Blue color has more expensive gift than the one who bought Brown colored gift. P buy more expensive gift than the one who bought gift of yellow color. The one having gift of yellow color has a cost of 3k. Only three persons bought gifts which is less expensive than the one who has Brown colored gift. Brown colored gift is more expensive than 3k. R buys a gift of 2k but not of White color. R and S does not bought the least expensive gift. Gift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\n\n1. What is the color of P's gift?
Correct answer: C. Brown
Direction (1-5):\nOnly three persons bought gifts which is less expensive than the one who has Brown colored gift.\nU bought a gift of Red color which is more expensive than the one having Blue colored gift.\nThe person who bought gift of Blue color has more expensive gift than the one having Brown colored gift.\nSo we have three possible cases:\n\nCase 1:\nU (Red) > _ > _ (Blue) > _ (Brown) > _ > _ > _\n\nCase 2:\nU (Red) > _ > _ > _ (Blue) > _ (Brown) > _ > _\n\nCase 3:\n_ > U (Red) > _ (Blue) > _ (Brown) > _ > _ > _\n\nThe one having gift of yellow color has a cost of 3k. Brown colored gift is more expensive than 3k.\nP buy more expensive gift than the one who bought gift of yellow color.\nR buys a gift of 2k but not of White color.\nR and S does not bought the least expensive gift which means R's gift is of Orange color and S is having third lowest expensive gift.\nGift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\nSo case-1 and case-2 is eliminated. So the final arrangement is:\n\nFloors / Rank: 7 > 6 > 5 > 4 > 3 > 2 > 1\nPersons: V > U > Q > P > S > R > T\nCosts: _ > _ > _ > _ > 3k > 2k > _\nColors: White > Red > Blue > Brown > Yellow > Orange > White\n\n1. (c): P's gift color is Brown.
Question 2 Reasoning Ability
Direction (1-5): Study the following information carefully and answer the questions given below:\n\nSeven persons P, Q, R, S, T, U and V have bought gifts of different costs. Each of them bought gifts of different colors i.e. Red, Orange, Blue, Yellow and Brown. Two of them bought gift of white color but not necessarily in the same order.\n\nU bought a gift of Red color which is more expensive than the one having Blue colored gift. The person who bought gift of Blue color has more expensive gift than the one who bought Brown colored gift. P buy more expensive gift than the one who bought gift of yellow color. The one having gift of yellow color has a cost of 3k. Only three persons bought gifts which is less expensive than the one who has Brown colored gift. Brown colored gift is more expensive than 3k. R buys a gift of 2k but not of White color. R and S does not bought the least expensive gift. Gift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\n\n2. How many persons are having less expensive gifts than U?
Correct answer: B. Five
Direction (1-5):\nOnly three persons bought gifts which is less expensive than the one who has Brown colored gift.\nU bought a gift of Red color which is more expensive than the one having Blue colored gift.\nThe person who bought gift of Blue color has more expensive gift than the one having Brown colored gift.\nSo we have three possible cases:\n\nCase 1:\nU (Red) > _ > _ (Blue) > _ (Brown) > _ > _ > _\n\nCase 2:\nU (Red) > _ > _ > _ (Blue) > _ (Brown) > _ > _\n\nCase 3:\n_ > U (Red) > _ (Blue) > _ (Brown) > _ > _ > _\n\nThe one having gift of yellow color has a cost of 3k. Brown colored gift is more expensive than 3k.\nP buy more expensive gift than the one who bought gift of yellow color.\nR buys a gift of 2k but not of White color.\nR and S does not bought the least expensive gift which means R's gift is of Orange color and S is having third lowest expensive gift.\nGift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\nSo case-1 and case-2 is eliminated. So the final arrangement is:\n\nFloors / Rank: 7 > 6 > 5 > 4 > 3 > 2 > 1\nPersons: V > U > Q > P > S > R > T\nCosts: _ > _ > _ > _ > 3k > 2k > _\nColors: White > Red > Blue > Brown > Yellow > Orange > White\n\n2. (b): Five persons (Q, P, S, R, T) are having less expensive gifts than U.
Question 3 Reasoning Ability
Direction (1-5): Study the following information carefully and answer the questions given below:\n\nSeven persons P, Q, R, S, T, U and V have bought gifts of different costs. Each of them bought gifts of different colors i.e. Red, Orange, Blue, Yellow and Brown. Two of them bought gift of white color but not necessarily in the same order.\n\nU bought a gift of Red color which is more expensive than the one having Blue colored gift. The person who bought gift of Blue color has more expensive gift than the one who bought Brown colored gift. P buy more expensive gift than the one who bought gift of yellow color. The one having gift of yellow color has a cost of 3k. Only three persons bought gifts which is less expensive than the one who has Brown colored gift. Brown colored gift is more expensive than 3k. R buys a gift of 2k but not of White color. R and S does not bought the least expensive gift. Gift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\n\n3. If U is related to Blue, P is related to Yellow, then in the same way V is related to?
Correct answer: A. Red
Direction (1-5):\nOnly three persons bought gifts which is less expensive than the one who has Brown colored gift.\nU bought a gift of Red color which is more expensive than the one having Blue colored gift.\nThe person who bought gift of Blue color has more expensive gift than the one having Brown colored gift.\nSo we have three possible cases:\n\nCase 1:\nU (Red) > _ > _ (Blue) > _ (Brown) > _ > _ > _\n\nCase 2:\nU (Red) > _ > _ > _ (Blue) > _ (Brown) > _ > _\n\nCase 3:\n_ > U (Red) > _ (Blue) > _ (Brown) > _ > _ > _\n\nThe one having gift of yellow color has a cost of 3k. Brown colored gift is more expensive than 3k.\nP buy more expensive gift than the one who bought gift of yellow color.\nR buys a gift of 2k but not of White color.\nR and S does not bought the least expensive gift which means R's gift is of Orange color and S is having third lowest expensive gift.\nGift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\nSo case-1 and case-2 is eliminated. So the final arrangement is:\n\nFloors / Rank: 7 > 6 > 5 > 4 > 3 > 2 > 1\nPersons: V > U > Q > P > S > R > T\nCosts: _ > _ > _ > _ > 3k > 2k > _\nColors: White > Red > Blue > Brown > Yellow > Orange > White\n\n3. (a): U is related to the color of the person immediately junior to him (Blue), P is related to the color of the person immediately junior to him (Yellow). In the same way, V is related to the color of the person immediately junior to him, which is Red.
Question 4 Reasoning Ability
Direction (1-5): Study the following information carefully and answer the questions given below:\n\nSeven persons P, Q, R, S, T, U and V have bought gifts of different costs. Each of them bought gifts of different colors i.e. Red, Orange, Blue, Yellow and Brown. Two of them bought gift of white color but not necessarily in the same order.\n\nU bought a gift of Red color which is more expensive than the one having Blue colored gift. The person who bought gift of Blue color has more expensive gift than the one who bought Brown colored gift. P buy more expensive gift than the one who bought gift of yellow color. The one having gift of yellow color has a cost of 3k. Only three persons bought gifts which is less expensive than the one who has Brown colored gift. Brown colored gift is more expensive than 3k. R buys a gift of 2k but not of White color. R and S does not bought the least expensive gift. Gift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\n\n4. If U's gift costs 3k more than that of S, and T's gift costs half of that of R, then what is the sum of the cost of the gifts of U and T?
Correct answer: E. 7k
Direction (1-5):\nOnly three persons bought gifts which is less expensive than the one who has Brown colored gift.\nU bought a gift of Red color which is more expensive than the one having Blue colored gift.\nThe person who bought gift of Blue color has more expensive gift than the one having Brown colored gift.\nSo we have three possible cases:\n\nCase 1:\nU (Red) > _ > _ (Blue) > _ (Brown) > _ > _ > _\n\nCase 2:\nU (Red) > _ > _ > _ (Blue) > _ (Brown) > _ > _\n\nCase 3:\n_ > U (Red) > _ (Blue) > _ (Brown) > _ > _ > _\n\nThe one having gift of yellow color has a cost of 3k. Brown colored gift is more expensive than 3k.\nP buy more expensive gift than the one who bought gift of yellow color.\nR buys a gift of 2k but not of White color.\nR and S does not bought the least expensive gift which means R's gift is of Orange color and S is having third lowest expensive gift.\nGift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\nSo case-1 and case-2 is eliminated. So the final arrangement is:\n\nFloors / Rank: 7 > 6 > 5 > 4 > 3 > 2 > 1\nPersons: V > U > Q > P > S > R > T\nCosts: _ > _ > _ > _ > 3k > 2k > _\nColors: White > Red > Blue > Brown > Yellow > Orange > White\n\n4. (e):\nCost of S's gift = 3k (given)\nCost of U's gift = Cost of S's gift + 3k = 3k + 3k = 6k\nCost of R's gift = 2k (given)\nCost of T's gift = Half of R's gift = 2k / 2 = 1k\nSum of U + T = 6k + 1k = 7k.
Question 5 Reasoning Ability
Direction (1-5): Study the following information carefully and answer the questions given below:\n\nSeven persons P, Q, R, S, T, U and V have bought gifts of different costs. Each of them bought gifts of different colors i.e. Red, Orange, Blue, Yellow and Brown. Two of them bought gift of white color but not necessarily in the same order.\n\nU bought a gift of Red color which is more expensive than the one having Blue colored gift. The person who bought gift of Blue color has more expensive gift than the one who bought Brown colored gift. P buy more expensive gift than the one who bought gift of yellow color. The one having gift of yellow color has a cost of 3k. Only three persons bought gifts which is less expensive than the one who has Brown colored gift. Brown colored gift is more expensive than 3k. R buys a gift of 2k but not of White color. R and S does not bought the least expensive gift. Gift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\n\n5. Which of the following persons is having the most expensive gift?
Correct answer: A. V
Direction (1-5):\nOnly three persons bought gifts which is less expensive than the one who has Brown colored gift.\nU bought a gift of Red color which is more expensive than the one having Blue colored gift.\nThe person who bought gift of Blue color has more expensive gift than the one having Brown colored gift.\nSo we have three possible cases:\n\nCase 1:\nU (Red) > _ > _ (Blue) > _ (Brown) > _ > _ > _\n\nCase 2:\nU (Red) > _ > _ > _ (Blue) > _ (Brown) > _ > _\n\nCase 3:\n_ > U (Red) > _ (Blue) > _ (Brown) > _ > _ > _\n\nThe one having gift of yellow color has a cost of 3k. Brown colored gift is more expensive than 3k.\nP buy more expensive gift than the one who bought gift of yellow color.\nR buys a gift of 2k but not of White color.\nR and S does not bought the least expensive gift which means R's gift is of Orange color and S is having third lowest expensive gift.\nGift of Q is more expensive than that of P and less expensive than that of V. V is not having the second highest expensive gift.\nSo case-1 and case-2 is eliminated. So the final arrangement is:\n\nFloors / Rank: 7 > 6 > 5 > 4 > 3 > 2 > 1\nPersons: V > U > Q > P > S > R > T\nCosts: _ > _ > _ > _ > 3k > 2k > _\nColors: White > Red > Blue > Brown > Yellow > Orange > White\n\n5. (a): V has the most expensive gift.
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