Currency Expenditure | Caselet | CAT 2025 DILR Slot 3 | Medium
What is the sum of Travel Costs for all travelers in Zentars?
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4 Questions were Ambiguous which can be challenged!
Question 11 (Mobile Call Minutes: Anu's total outgoing to Yocel) highlights a Direct Conflict with Balance Principle. The challenge is that the mathematically fixed value derived from the Xitel to Yocel flow balance (150 minutes) directly conflicts with the implied expected answer of 525 minutes. This suggests a fundamental error in the problem's underlying data or the option key provided.
Question 13 (Mobile Call Minutes: Duration of calls from Deepak to Chetan), the reported issue is a Non-Unique Mathematical Solution. The challenge basis is that the constraints provided in the problem are insufficient to solve for a single unique integer call duration from Deepak to Chetan, which implies a flaw in the overall problem design.
Question 16 (Passing the Buck: Which pass type count is uniquely fixed?), the problem is a Structural Conflict / Multiple Fixed Results. The challenge arises because two different pass types (L1 and L2) are structurally fixed across all valid paths in the scenario. However, the official answer appears to target a third type (R1) whose count is actually variable across mathematically distinct valid paths.
Question 17 (Passing the Buck: Whose reception count is uniquely determined?) The ambiguity is classified as Path Ambiguity (Two Valid Paths). The challenge is based on the fact that Gaurav's reception count changes between 1 and 2 depending on which valid path is taken (Case A versus Case B). This means Gaurav's count is not uniquely determined by the problem's rules alone.
Complete Paper CAT 2025 Slot 3 DILR Actual Questions by Cetking
Currency Expenditure | Caselet | CAT 2025 DILR Slot 3 | Medium
Aurevia, Brelosia, Cyrenia and Zerathania are four countries with their currencies being Aurels, Brins, Crowns, and Zentars, respectively. The currencies have different exchange values. Crown’s currency exchange rate with Zentars = 0.5, i.e., 1 Crown is worth 0.5 Zentars.
Three travelers, Jano, Kira, and Lian set out from Zerathania visiting exactly two of the countries. Each country is visited by exactly two travelers. Each traveler has a unique Flight Cost, which represents the total cost of airfare in traveling to both the countries and back to Zerathania. The Flight Cost of Jano was 4000 Zentars, while that of the other two travelers were 5000 and 6000 Zentars, not necessarily in that order.
When visiting a country, a traveler spent either 1000, 2000 or 3000 in the country’s local currency. Each traveler had different spends (in the country’s local currency) in the two countries he/she visited. Across all the visits, there were exactly two spends of 1000 and exactly one spend of 3000 (in the country’s local currency).
The total “Travel Cost” for a traveler is the sum of his/her Flight Cost and the money spent in the countries visited.
The citizens of the four countries with knowledge of these travels made a few observations, with spends measured in their respective local currencies:
i. Aurevia citizen: Jano and Kira visited our country, and their Travel Costs were 3500 and 8000, respectively.
ii. Brelosia citizen: Kira and Lian visited our country, spending 2000 and 3000, respectively. Kira’s Travel Cost was 4000.
iii. Cyrenia citizen: Lian visited our country and her Travel Cost was 36000.
Question 1 of 22
Currency Expenditure | Caselet | CAT 2025 DILR Slot 3 | Medium
What is the sum of Travel Costs for all travelers in Zentars?
Currency Expenditure | Caselet | CAT 2025 DILR Slot 3 | Medium
How many Zentars did Lian spend in the two countries he visited?
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What was Jano’s total spend in the two countries he visited, in Aurels?
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One Brin is equivalent to how many Crowns?
Currency Expenditure | Caselet | CAT 2025 DILR Slot 3 | Medium
Which of the following statements is NOT true about money spent in the local currency?
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Who had solved the largest number of puzzles by the 20-th minute from the start of the competition?
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How many minutes did Suranjan take to solve the third visual puzzle in the competition?
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At what number in the sequence was the fourth number-based puzzle?
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