Past Questions

Closed questions (those answerable with a simple yes or no) are often used by interviewers to quickly gather specific facts or maintain control over the direction of the conversation.

Rank from the last = (Total students - Rank from top) + 1 = (49 - 18) + 1 = 31 + 1 = 32.

Biased listening occurs when a listener is influenced by preconceived notions or personal preferences, leading them to hear only what they want to hear and misinterpret the message.

Factoring 2x² + 7x - 4: 2x² + 8x - x - 4 = 2x(x + 4) - 1(x + 4) = (2x - 1)(x + 4) = 0. The zeroes are x = 1/2 and x = -4. Thus, 1/2 is the zero present in the options.

From the Venn diagram: ladies of the club are inside the rectangle. Those who neither dance (triangle) nor mimic (pentagon) are 41 (only club ladies) + 23 (club ladies who only sing) = 64.

Active listening is a communication technique that requires the listener to fully concentrate, understand, respond, and then remember what is being said. 1. **Paying attention (Option b)**: This is the foundation of active listening. It involves focusing entirely on the speaker, ignoring distractions, and observing non-verbal cues. 2. **Clarifying (Option c)**: This involves asking questions to ensure the message is understood correctly, which prevents misunderstandings and shows the speaker that the listener is engaged. 3. **Reflecting (Option d)**: This is the process of paraphrasing or mirroring the speaker's words or emotions to confirm understanding and validate the speaker's feelings. 4. **Being judgemental (Option a)**: This is a barrier to effective communication. When a listener is judgemental, they stop listening objectively and start forming opinions or criticisms, which shuts down open communication and prevents the listener from truly understanding the speaker's perspective. Therefore, it is NOT a method to enhance active listening.

Effective 2-year CI rate at 12% = 25.44%. Principal = (228.96 / 25.44) * 100 = Rs. 900 (option d).

As an effective and democratic team leader, consulting all group members and synthesizing a comprehensive report with their diverse findings and viewpoints ensures objective and grassroots-accurate results.

Centralization describes an organizational structure where authority, power, and primary decision-making responsibilities are concentrated at the top management level.

Bus journey = 28 min. Train journey = 28 + 35 = 63 min. Total time = 28 + 63 = 91 minutes = 1 hour 31 minutes.

Ordering: 1. Ngura (highest), 2. Lala, 3. Khuma, 4. Siama, 5. Para. Ngura is the highest.

The logical sequence of rational decision-making is: (a) Identification of problem → (b) Identification of decision criteria → (c) Allocation of weights to criteria → (d) Development of alternatives → (e) Analysis of alternatives → (f) Selection of an alternative → (g) Implementation of the alternative.

Cost Price (CP) = Rs. 3000. Loss = 6% of 3000 = (6 / 100) * 3000 = Rs. 180. Selling Price (SP) = CP - Loss = 3000 - 180 = Rs. 2820.

Work done by (A + B) in 1 day = 1/12. Work done by B alone in 1 day = 1/30. Work done by A alone in 1 day = 1/12 - 1/30 = (5 - 2)/60 = 3/60 = 1/20.

The analogy 'Hill : Mountain' represents a difference in magnitude (a hill is a small mountain). 'Distress' is a more intense or significant form of 'Pain' in the same way.

Speed = Distance / Time = 15 km / 4 hours = 3.75 km/h. The time needed to travel 25 km is 25 / (15/4) = 100 / 15 = 20 / 3 hours = 6 hours + 2/3 hour = 6 hours 40 minutes.

To find the code for 'enmity', we compare the given sentences to isolate the unique words and their corresponding codes: 1. Sentence 1: '3a, 2b, 7c' = 'Truth is Eternal' 2. Sentence 2: '7c, 9a, 8b, 3a' = 'Enmity is not Eternal' 3. Sentence 3: '9a, 4d, 2b, 8b' = 'Truth does not perish' Step 1: Compare Sentence 1 and Sentence 2. Common words: 'is', 'Eternal'. Common codes: '3a', '7c'. Therefore, {'is', 'Eternal'} = {'3a', '7c'}. Step 2: Compare Sentence 2 and Sentence 3. Common word: 'not'. Common code: '9a' and '8b' are both present in both sentences. Let's check further. Wait, looking at Sentence 2 ('7c, 9a, 8b, 3a') and Sentence 3 ('9a, 4d, 2b, 8b'), the common codes are '9a' and '8b'. The common word is 'not'. Step 3: Re-evaluating Sentence 2 ('Enmity is not Eternal') with the codes '7c, 9a, 8b, 3a'. - We know 'is' and 'Eternal' are '3a' and '7c'. - This leaves 'Enmity' and 'not' to be represented by '9a' and '8b'. Step 4: Compare Sentence 2 and Sentence 3 again to isolate 'not'. Sentence 2: 'Enmity is not Eternal' (7c, 9a, 8b, 3a) Sentence 3: 'Truth does not perish' (9a, 4d, 2b, 8b) Common words: 'not'. Common codes: '9a' and '8b'. Wait, let's check Sentence 1 and Sentence 3 for 'Truth'. Sentence 1: 'Truth is Eternal' (3a, 2b, 7c) Sentence 3: 'Truth does not perish' (9a, 4d, 2b, 8b) Common word: 'Truth'. Common code: '2b'. So, 'Truth' = '2b'. Now back to Sentence 3: 'Truth (2b) does (4d?) not (?) perish (?)'. Codes remaining in Sentence 3: '9a, 4d, 8b'. Words remaining: 'does', 'not', 'perish'. Now back to Sentence 2: 'Enmity (?) is (3a/7c) not (?) Eternal (3a/7c)'. Codes remaining in Sentence 2: '9a, 8b'. Words remaining: 'Enmity', 'not'. Since 'not' is common to Sentence 2 and Sentence 3, and the common codes are '9a' and '8b', we must check if one of these is 'not'. Looking at Sentence 3 again: '9a, 4d, 2b, 8b'. Looking at Sentence 2 again: '7c, 9a, 8b, 3a'. Both '9a' and '8b' appear in both. However, in standard coding problems of this type, usually only one code corresponds to one word. Let's re-examine the strings. Sentence 2: 7c, 9a, 8b, 3a (Enmity is not Eternal) Sentence 3: 9a, 4d, 2b, 8b (Truth does not perish) Common codes: 9a, 8b. Common word: not. Wait, if 'not' is the only common word, but there are two common codes (9a, 8b), there is a contradiction unless one of the other words is also common. But 'Enmity', 'is', 'Eternal' are not in Sentence 3, and 'Truth', 'does', 'perish' are not in Sentence 2. Let's re-read: S2: 7c, 9a, 8b, 3a S3: 9a, 4d, 2b, 8b Common: 9a, 8b. If we assume the question is correct and 'not' is 9a, then 'Enmity' must be 8b. If 'not' is 8b, then 'Enmity' must be 9a. Looking at the options: 3a, 7c, 8b, 9a. Usually, in these exam patterns, if two codes are common and only one word is common, there might be a typo in the question's provided strings. However, if we look at the options, 8b and 9a are both there. Let's re-verify: S1: 3a, 2b, 7c (Truth is Eternal) S2: 7c, 9a, 8b, 3a (Enmity is not Eternal) S3: 9a, 4d, 2b, 8b (Truth does not perish) Common S1 & S2: 3a, 7c ('is', 'Eternal') Common S1 & S3: 2b ('Truth') Common S2 & S3: 9a, 8b ('not') Wait, if 'not' is the only common word between S2 and S3, but 9a and 8b are both common, this implies one of them is 'not' and the other is something else. But there are no other common words. This suggests a potential error in the question's code strings. However, if we must choose, and we look at the structure of such problems, often the 'extra' common code in the second sentence is the target word. Actually, let's look at S3 again: '9a, 4d, 2b, 8b'. If 'not' is 9a, then 8b must be 'does' or 'perish'. But 8b is also in S2. S2 is 'Enmity is not Eternal'. If 8b is 'does' or 'perish', it cannot be in S2. Therefore, the only way 8b can be in both S2 and S3 is if it represents a word common to both. The only common word is 'not'. If 8b = 'not', then 9a must also be a common word. But there is no other common word. Let's re-read the strings one more time. S2: 7c, 9a, 8b, 3a S3: 9a, 4d, 2b, 8b Common: 9a, 8b. If the question is from a real exam, there might be a typo in the prompt provided to me. Let's assume 'not' is 9a. Then 8b must be 'Enmity' in S2. But 8b is also in S3. This is impossible. Wait! Let's look at the words again. S2: Enmity is not Eternal S3: Truth does not perish Common: 'not'. If 9a and 8b are both common, then 'not' cannot be the only common word. Is there another? No. Let's check the options. If the answer is 8b, then 9a must be 'not'. But then 8b must be 'Enmity' (from S2) and also 'does' or 'perish' (from S3). This is a contradiction. Let's re-examine the strings provided in the prompt: '7c, 9a, 8b, 3a' (Enmity is not Eternal) '9a, 4d, 2b, 8b' (Truth does not perish) If the common codes are 9a and 8b, and the only common word is 'not', the question is logically flawed. However, in many competitive exam keys for this specific question (which appears in various banks), the intended answer is 8b or 9a based on a slightly different string. Given the options and the commonality, if we assume 9a = 'not', then 8b is the only other code in S2 not accounted for by 'is' or 'Eternal'. But 8b is in S3. Let's try: maybe 'not' is 8b and 'Enmity' is 9a? Then 9a must be in S3. It is. Conclusion: The question as written has a logical error (two codes common for one word). However, based on the process of elimination for 'is', 'Eternal', and 'Truth', the word 'Enmity' must be either 9a or 8b. Since both are in S3, and 'Enmity' is NOT in S3, neither can be 'Enmity'. Wait, let me re-read the strings one more time. S2: 7c, 9a, 8b, 3a S3: 9a, 4d, 2b, 8b If 9a and 8b are both in S3, and 'Enmity' is only in S2, then 'Enmity' CANNOT be 9a or 8b. Let's check the codes again. S2: 7c, 9a, 8b, 3a S1: 3a, 2b, 7c Common: 3a, 7c ('is', 'Eternal') Remaining in S2: 9a, 8b ('Enmity', 'not') Now look at S3: 9a, 4d, 2b, 8b Common with S2: 9a, 8b. Common word: 'not'. If both 9a and 8b are in S3, and only 'not' is common, then the question is corrupted. But if we must choose the most likely intended answer from a flawed question, we look for the code that is unique to the sentence containing 'Enmity' relative to the others. But 9a and 8b are both in S3. Let's re-read the S3 string: '9a, 4d, 2b, 8b'. Is it possible 'not' is 9a and 'perish' or 'does' is 8b? If 8b = 'perish', then S2 ('Enmity is not Eternal') contains 'perish'. That's impossible. There is a high probability the S3 string provided in the prompt is '9a, 4d, 2b' (without 8b) or S2 is different. However, if we follow the logic: S1: 3a, 2b, 7c S2: 7c, 9a, 8b, 3a S3: 9a, 4d, 2b, 8b If we assume the question meant for 'not' to be 9a, and 8b to be 'Enmity', then 8b should not be in S3. If we assume 'not' is 8b, then 9a should not be in S3. But both are. Let's assume a typo in the prompt's S3: '9a, 4d, 2b'. Then: S2: 7c, 9a, 8b, 3a S3: 9a, 4d, 2b Common: 9a ('not'). S2 remaining: 7c, 8b, 3a. We know 7c, 3a are 'is', 'Eternal'. Therefore, 8b = 'Enmity'. This is the only logical path to a single answer among the options. Correct Option: c (8b).

The meaningful sequence for a formal meeting or proceeding is: Arrival (3) -> Introduction (5) -> Presentation (1) -> Discussion (4) -> Recommendation (2), which corresponds to 3, 5, 1, 4, 2.

To find the value of x, we translate the mathematical statement '20% of x = 90' into an algebraic equation. 1. Convert the percentage to a decimal or fraction: 20% = 20/100 = 0.2. 2. Set up the equation: 0.2 * x = 90. 3. Solve for x by dividing both sides by 0.2: x = 90 / 0.2. 4. Calculation: 90 / 0.2 = 900 / 2 = 450. Verification: 20% of 450 = 0.2 * 450 = 90. This matches the given condition. Comparing with options: - Option a (350): 20% of 350 = 70 (Incorrect) - Option b (450): 20% of 450 = 90 (Correct) - Option c (250): 20% of 250 = 50 (Incorrect) - Option d (550): 20% of 550 = 110 (Incorrect)

In problem-solving theory, 'constancy' refers to the tendency to stick to a single way of thinking, preventing one from seeing alternative solutions or broad relevant data.

In a single round-robin tournament with n = 5 children where each plays every other child once, the total number of games is given by combinations C(5, 2) = (5 * 4) / 2 = 10.

When an audience shows signs of waning attention, the most effective professional public speaking strategy is to pause and invite audience interaction/feedback to reset interest.

The sequence alternates two series: odd terms are 3, 5, 7, 9 (+2); even terms follow n^2 + (n-1) for even n: 2^2 + 1 = 5, 4^2 + 3 = 19, 6^2 + 5 = 41, and 8^2 + 7 = 64 + 7 = 71 (differences +14, +22, +30 with constant second difference +8).

In administrative ethics and decision-making, severe allegations must not be acted upon recklessly without verification nor ignored; a responsible administrator should first discreetly verify the facts before initiating disciplinary or legal procedures.

As a District Magistrate, maintaining the integrity of the election process by strictly enforcing Election Commission rules is the most professional and constitutionally correct approach.