Based on Condition II, we understand that the student who missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores. After estimating the average scores for the rest of the candidates, we observe that only Carl has missed his Mathematics examination.For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value∴&nbsp;&nbsp;Carl missed his Mathematics examination.Further, based on Condition III, we can surmise that the student who missed Hindi and Science should have similar average scores in these two subjects. We notice that Alva has the same score of 75 in both Hindi and Science. The same can be said about Deep, who has a score of 90 in both these subjects. Thus, one out of Alva and Deep missed out on Hindi and Science examination, while the second individual missed out only on the Hindi examination.Since we know that Carl, Alva and Deep are unlikely to have missed out on the English exam, we can divert our attention to determining which individual out of Bithi, Esha and Foni failed to appear for this subject. However, we notice that Bithi's English score is greater than the rest of her scores, thereby helping us eliminate her as the potential candidate.For Esha: best 3 out of 4 - 85(Hindi), 95(Mathematics), 60(Science)Avg. = 240/3 = 80 which matches the given value∴&nbsp;&nbsp;Esha most likely missed her English examination.For Foni: best 3 out of 4 - 78(Mathematics), 83(Social Science), 88(Science)Avg. = 249/3 = 83 which matches the given value∴&nbsp;&nbsp;Foni most likely missed her English examination.Based on Condition I, we know that exactly two candidates missed the examinations for English, Hindi, Science, and Social Science.For English, we determined these individuals to be Esha and Foni. For Hindi, we determined these individuals to be Alva and Deep. For Science, we know one of the individuals is either Alva or Deep. Given that Carl, Alva and Deep cannot be a part of the group that missed Science or Social Science exam, we can proceed by carefully scrutinizing the rest of the group that includes Bithi, Esha and Foni.We notice that Bithi has a similar score in both Science and Social Science examination. Assuming that she did miss these exams, let us proceed to check if this was actually the case.For Bithi: Best 2 out 3 - 90(English), 80(Hindi)Avg = 170/2 = 85 which matches the given value∴&nbsp;&nbsp;Bithi is likely to have missed her Science and Social Science examinations.We additionally notice that Foni has a similar score in English and Social Science. On considering the best 2 out of 3 scores, the average value of the score for both the subject holds (equal to 83). Thus, we can conclude that Bithi and Foni missed their Social Science examination.Thus, the students who missed just one exam were: Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi).Hence of the six students, we can correctly determine the missed subjects for four of them (except Alva and Deep):Mathematics: Carl ;&nbsp;English: Esha &amp; Foni ;&nbsp;Hindi: Alva &amp; Deep;&nbsp;Science: Bithi &amp; one out of Alva and Deep ;&nbsp;Social Science: Foni &amp; BithiHence, the correct answer to this question is Option C: Alva and Deep.

Based on Condition II, we understand that the student who missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores. After estimating the average scores for the rest of the candidates, we observe that only Carl has missed his Mathematics examination.For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value∴&nbsp;&nbsp;Carl missed his Mathematics examination.Further, based on Condition III, we can surmise that the student who missed Hindi and Science should have similar average scores in these two subjects. We notice that Alva has the same score of 75 in both Hindi and Science. The same can be said about Deep, who has a score of 90 in both these subjects. Thus, one out of Alva and Deep missed out on Hindi and Science examination, while the second individual missed out only on the Hindi examination.&nbsp;Since we know that Carl, Alva and Deep are unlikely to have missed out on the English exam, we can divert our attention to determining which individual out of Bithi, Esha and Foni failed to appear for this subject. However, we notice that Bithi's English score is greater than the rest of her scores, thereby helping us eliminate her as the potential candidate.&nbsp;For Esha:&nbsp;best 3 out of 4 - 85(Hindi), 95(Mathematics), 60(Science)Avg. = 240/3 = 80 which matches the given value∴&nbsp;&nbsp;Esha most likely missed her English examination.For Foni: best 3 out of 4 - 78(Mathematics), 83(Social Science), 88(Science)Avg. = 249/3 = 83 which matches the given value∴&nbsp;&nbsp;Foni most likely missed her English examination.Based on Condition I, we know that exactly two candidates missed the examinations for&nbsp;English, Hindi, Science, and Social Science.For English, we determined these individuals to be Esha and Foni.&nbsp;For Hindi, we determined these individuals to be Alva and Deep.&nbsp;For Science, we know one of the individuals is either Alva or Deep. Given that Carl, Alva and Deep cannot be a part of the group that missed Science or Social Science exam, we can proceed by carefully scrutinizing the rest of the group that includes Bithi, Esha and Foni.&nbsp;We notice that Bithi has a similar score in both Science and Social Science examination. Assuming that she did miss these exams, let us proceed to check if this was actually the case.&nbsp;&nbsp;For Bithi:&nbsp;Best 2 out 3 - 90(English), 80(Hindi)Avg = 170/2 = 85&nbsp;which matches the given value∴&nbsp;&nbsp;Bithi is likely to have missed her Science and Social Science&nbsp;examinations.We additionally notice that Foni has a similar score in English and Social Science. On considering the best 2 out of 3 scores, the average value of the score for both the subject holds (equal to 83). Thus, we can conclude that Bithi and Foni missed their Social Science examination.Thus, the students who missed just one exam were: Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi).&nbsp;Hence of the six students, we can correctly determine the missed subjects for four of them&nbsp;(except Alva and Deep):Mathematics:&nbsp;Carl ;&nbsp;English: Esha &amp; Foni ;&nbsp;Hindi: Alva &amp; Deep;&nbsp;Science: Bithi &amp; one out of Alva and Deep ;&nbsp;Social Science: Foni &amp; BithiHence, the correct answer to this question is Option D:&nbsp;Esha and Foni.

Based on Condition II, we understand that the student who&nbsp;missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores.&nbsp;For Alva: best 3 out of 4 - 80(English), 75(Hindi), 75(Science)Avg. = 230/3 = 76.67&nbsp;≠&nbsp;70For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value&nbsp;∴&nbsp;&nbsp;Carl most likely missed his Mathematics examination.For Foni:&nbsp;best 3 out of 4 - 83(English), 83(Social Science), 88(Science)Avg. = 254/3 = 84.67&nbsp;≠&nbsp;78Hence, we observe that only&nbsp;Carl has&nbsp;missed his Mathematics examination. Hence, Option A is the correct answer.

Based on Condition II, we understand that the student who missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores. After estimating the average scores for the rest of the candidates, we observe that only Carl has missed his Mathematics examination.For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value∴&nbsp;&nbsp;Carl missed his Mathematics examination.Further, based on Condition III, we can surmise that the student who missed Hindi and Science should have similar average scores in these two subjects. We notice that Alva has the same score of 75 in both Hindi and Science. The same can be said about Deep, who has a score of 90 in both these subjects. Thus, one out of Alva and Deep missed out on Hindi and Science examination, while the second individual missed out only on the Hindi examination.Since we know that Carl, Alva and Deep are unlikely to have missed out on the English exam, we can divert our attention to determining which individual out of Bithi, Esha and Foni failed to appear for this subject. However, we notice that Bithi's English score is greater than the rest of her scores, thereby helping us eliminate her as the potential candidate.For Esha: best 3 out of 4 - 85(Hindi), 95(Mathematics), 60(Science)Avg. = 240/3 = 80 which matches the given value∴&nbsp;&nbsp;Esha most likely missed her English examination.For Foni: best 3 out of 4 - 78(Mathematics), 83(Social Science), 88(Science)Avg. = 249/3 = 83 which matches the given value∴&nbsp;&nbsp;Foni most likely missed her English examination.Based on Condition I, we know that exactly two candidates missed the examinations for English, Hindi, Science, and Social Science.For English, we determined these individuals to be Esha and Foni. For Hindi, we determined these individuals to be Alva and Deep. For Science, we know one of the individuals is either Alva or Deep. Given that Carl, Alva and Deep cannot be a part of the group that missed Science or Social Science exam, we can proceed by carefully scrutinizing the rest of the group that includes Bithi, Esha and Foni.We notice that Bithi has a similar score in both Science and Social Science examination. Assuming that she did miss these exams, let us proceed to check if this was actually the case.For Bithi: Best 2 out 3 - 90(English), 80(Hindi)Avg = 170/2 = 85 which matches the given value∴&nbsp;&nbsp;Bithi is likely to have missed her Science and Social Science examinations.We additionally notice that Foni has a similar score in English and Social Science. On considering the best 2 out of 3 scores, the average value of the score for both the subject holds (equal to 83). Thus, we can conclude that Bithi and Foni missed their Social Science examination.Thus, the students who missed just one exam were: Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi).Hence of the six students, we can correctly determine the missed subjects for four of them (except Alva and Deep):Mathematics: Carl ;&nbsp;English: Esha &amp; Foni ;&nbsp;Hindi: Alva &amp; Deep;&nbsp;Science: Bithi &amp; one out of Alva and Deep ;&nbsp;Social Science: Foni &amp; BithiExcept for Alva and Deep, we can conclusively comment of the missed subjects of the rest four. Hence, the correct answer is&nbsp;4.

Based on Condition II, we understand that the student who missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores. After estimating the average scores for the rest of the candidates, we observe that only Carl has missed his Mathematics examination.For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value∴&nbsp;&nbsp;Carl missed his Mathematics examination.Further, based on Condition III, we can surmise that the student who missed Hindi and Science should have similar average scores in these two subjects. We notice that Alva has the same score of 75 in both Hindi and Science. The same can be said about Deep, who has a score of 90 in both these subjects. Thus, one out of Alva and Deep missed out on Hindi and Science examination, while the second individual missed out only on the Hindi examination.Since we know that Carl, Alva and Deep are unlikely to have missed out on the English exam, we can divert our attention to determining which individual out of Bithi, Esha and Foni failed to appear for this subject. However, we notice that Bithi's English score is greater than the rest of her scores, thereby helping us eliminate her as the potential candidate.For Esha: best 3 out of 4 - 85(Hindi), 95(Mathematics), 60(Science)Avg. = 240/3 = 80 which matches the given value∴&nbsp;&nbsp;Esha most likely missed her English examination.For Foni: best 3 out of 4 - 78(Mathematics), 83(Social Science), 88(Science)Avg. = 249/3 = 83 which matches the given value∴&nbsp;&nbsp;Foni most likely missed her English examination.Based on Condition I, we know that exactly two candidates missed the examinations for English, Hindi, Science, and Social Science.For English, we determined these individuals to be Esha and Foni. For Hindi, we determined these individuals to be Alva and Deep. For Science, we know one of the individuals is either Alva or Deep. Given that Carl, Alva and Deep cannot be a part of the group that missed Science or Social Science exam, we can proceed by carefully scrutinizing the rest of the group that includes Bithi, Esha and Foni.We notice that Bithi has a similar score in both Science and Social Science examination. Assuming that she did miss these exams, let us proceed to check if this was actually the case.For Bithi: Best 2 out 3 - 90(English), 80(Hindi)Avg = 170/2 = 85 which matches the given value∴&nbsp;&nbsp;Bithi is likely to have missed her Science and Social Science examinations.We additionally notice that Foni has a similar score in English and Social Science. On considering the best 2 out of 3 scores, the average value of the score for both the subject holds (equal to 83). Thus, we can conclude that Bithi and Foni missed their Social Science examination.Thus, the students who missed just one exam were: Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi).Hence of the six students, we can correctly determine the missed subjects for four of them (except Alva and Deep):Mathematics: Carl ;&nbsp;English: Esha &amp; Foni ;&nbsp;Hindi: Alva &amp; Deep;&nbsp;Science: Bithi &amp; one out of Alva and Deep ;&nbsp;Social Science: Foni &amp; BithiHence, the correct answer to this question is Option D: Bithi &amp; one out of Alva and Deep.

Based on Condition II, we understand that the student who missed the Mathematics examination did not miss any other examination. This indicates that the Maths score is bound to be the average of the best 3 out of the 4 exam scores obtained by this candidate. Based on this inference, we can proceed with identifying the math score that can be represented as an average of the rest of the scores. We can straightaway eliminate Deep and Esha as potential candidates, given that their Mathematics score is greater than the rest of the exam scores. After estimating the average scores for the rest of the candidates, we observe that only Carl has missed his Mathematics examination.For Carl: best 3 out of 4 - 80(Hindi), 90(Social Science), 100(Science)Avg. = 270/3 = 90 which matches the given value∴&nbsp;&nbsp;Carl missed his Mathematics examination.Further, based on Condition III, we can surmise that the student who missed Hindi and Science should have similar average scores in these two subjects. We notice that Alva has the same score of 75 in both Hindi and Science. The same can be said about Deep, who has a score of 90 in both these subjects. Thus, one out of Alva and Deep missed out on Hindi and Science examination, while the second individual missed out only on the Hindi examination.Since we know that Carl, Alva and Deep are unlikely to have missed out on the English exam, we can divert our attention to determining which individual out of Bithi, Esha and Foni failed to appear for this subject. However, we notice that Bithi's English score is greater than the rest of her scores, thereby helping us eliminate her as the potential candidate.For Esha: best 3 out of 4 - 85(Hindi), 95(Mathematics), 60(Science)Avg. = 240/3 = 80 which matches the given value∴&nbsp;&nbsp;Esha most likely missed her English examination.For Foni: best 3 out of 4 - 78(Mathematics), 83(Social Science), 88(Science)Avg. = 249/3 = 83 which matches the given value∴&nbsp;&nbsp;Foni most likely missed her English examination.Based on Condition I, we know that exactly two candidates missed the examinations for English, Hindi, Science, and Social Science.For English, we determined these individuals to be Esha and Foni. For Hindi, we determined these individuals to be Alva and Deep. For Science, we know one of the individuals is either Alva or Deep. Given that Carl, Alva and Deep cannot be a part of the group that missed Science or Social Science exam, we can proceed by carefully scrutinizing the rest of the group that includes Bithi, Esha and Foni.We notice that Bithi has a similar score in both Science and Social Science examination. Assuming that she did miss these exams, let us proceed to check if this was actually the case.For Bithi: Best 2 out 3 - 90(English), 80(Hindi)Avg = 170/2 = 85 which matches the given value∴&nbsp;&nbsp;Bithi is likely to have missed her Science and Social Science examinations.We additionally notice that Foni has a similar score in English and Social Science. On considering the best 2 out of 3 scores, the average value of the score for both the subject holds (equal to 83). Thus, we can conclude that Bithi and Foni missed their Social Science examination.Thus, the students who missed just one exam were: Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi).Hence of the six students, we can correctly determine the missed subjects for four of them (except Alva and Deep):Mathematics: Carl ;&nbsp;English: Esha &amp; Foni ;&nbsp;Hindi: Alva &amp; Deep;&nbsp;Science: Bithi &amp; one out of Alva and Deep ;&nbsp;Social Science: Foni &amp; BithiHence, the correct answer to this question is&nbsp;3. {Carl (Mathematics); Esha (English) and one out of Alva and Deep (Hindi)}

The cumulative orders booked by 19th are 337 and that of 18th are 332=&gt; No. orders booked on 19th are 5Similarly we can find the orders booked on that day till 14th.Number of orders lost that were booked on 12th = Cumulative orders lost till 14th-Cumulative orders lost till 13th =92-91=1Similarly, the number of orders lost till 17th can be found out.Number of orders delivered on 13th are 11 out of which 4 are orders which were booked in 11th so, 7 must be the orders which were booked on 12th.Similarly, we can find the orders which took 1day and 2 days to get delivered till 17th.&nbsp;<img src="https://lightyellow-stork-291267.hostingersite.com/wp-content/uploads/2025/11/image_SzdBxkW.png" alt="image">Now, total number of orders booked on 12th will be 7+6=1=14.Fraction of orders booked on 15th that were lost = 12/28Fraction of orders booked on 16th that were lost = 2/25Fraction of orders booked on 13th that were lost =2/31Fraction of orders booked on 14th that were lost = 12/30..'. Option A is correct answer.

The cumulative orders booked by 19th are 337 and that of 18th are 332=&gt; No. orders booked on 19th are 5Similarly we can find the orders booked on that day till 14th.Number of orders lost that were booked on 12th = Cumulative orders lost till 14th-Cumulative orders lost till 13th =92-91=1Similarly, the number of orders lost till 17th can be found out.Number of orders delivered on 13th are 11 out of which 4 are orders which were booked in 11th so, 7 must be the orders which were booked on 12th.Similarly, we can find the orders which took 1day and 2 days to get delivered till 17th.&nbsp;<img src="https://lightyellow-stork-291267.hostingersite.com/wp-content/uploads/2025/11/image_YLoqeEp.png" alt="image">Now, total number of orders booked on 12th will be 7+6=1=14.The total number of orders placed on 13th = 21+8+2 = 31FRom the table we can determine that among options, number of orders booked on 13th are maximum.

The cumulative orders booked by 19th are 337 and that of 18th are 332=&gt; No. orders booked on 19th are 5Similarly we can find the orders booked on that day till 14th.Number of orders lost that were booked on 12th = Cumulative orders lost till 14th-Cumulative orders lost till 13th =92-91=1Similarly, the number of orders lost till 17th can be found out.Number of orders delivered on 13th are 11 out of which 4 are orders which were booked in 11th so, 7 must be the orders which were booked on 12th.Similarly, we can find the orders which took 1day and 2 days to get delivered till 17th.&nbsp;<img src="https://lightyellow-stork-291267.hostingersite.com/wp-content/uploads/2025/11/image_YLoqeEp.png" alt="image">Now, total number of orders booked on 12th will be 7+6=1=14.From the table we can determine that among options, number of orders booked on 13th are maximum.For 15 the delivery ratio = 8/8 = 1For 16 the delivery ratio = 13/10 = 1.3For 13 the delivery ratio = 21/8 = 2.625For 14 the delivery ratio = 15/3 = 5Hence Option D

The cumulative orders booked by 19th are 337 and that of 18th are 332=&gt; No. orders booked on 19th are 5Similarly we can find the orders booked on that day till 14th.Number of orders lost that were booked on 12th = Cumulative orders lost till 14th-Cumulative orders lost till 13th =92-91=1Similarly, the number of orders lost till 17th can be found out.Number of orders delivered on 13th are 11 out of which 4 are orders which were booked in 11th so, 7 must be the orders which were booked on 12th.Similarly, we can find the orders which took 1day and 2 days to get delivered till 17th.&nbsp;<img src="https://lightyellow-stork-291267.hostingersite.com/wp-content/uploads/2025/11/image_YLoqeEp.png" alt="image">Now, total number of orders booked on 12th will be 7+6=1=14.FRom the table we can determine that among options, number of orders booked on 13th are maximum.Average time can be calculated as follows<img src="https://lightyellow-stork-291267.hostingersite.com/wp-content/uploads/2025/11/image_l783iVC.png" alt="image">14 is the least

Man's new gross income = 8000 + (8000*0.8) + (8000*0.1) = 15200 Average gross income of HR = 5000 + (5000*0.7) = 8500 New average = $\frac{8500*5 + 15200}{6}$ = 9616 % increase = $\frac{1116}{8500}*100$ = 13.12% =&gt; 13% approximately.

Let the age of an employee which were mutual transfer between Marketing and Finance departments be x(M to F) and y also age of one employee transfeered from Marketing to HR be z. As a result, the average age of finance department increased by one year , so we have (30*20-x+y)/20 = 31 and that of Marketing department remained the same so we have (35*30+y-z-x)/29 = 35. Solving both we have z = 15. So new average age of HR department is (45*5 + 15)/6 = 40 Hence option C.

The new average basic pay of HR dept. would be (5000*5 + 6000*2 + 8000)/8 = 45000/8. So % change in basic pay is [(45000/8) - 5000]/5000 = 12.5%.&nbsp;

From the table we can see that, the lowest price would be from A to H and H to J. The cost of travel from A to H = Rs 1850 The cost of travel from H to J = Rs 425 Total cost = 1850 + 425 = Rs 2275.

From the table we can see&nbsp;that, the lowest price would be from A to H and H to J. The cost of travel from A to H = Rs 1850 The cost of travel from H to J&nbsp;= Rs 425 Total cost = 1850 + 425 = Rs 2275 Lowest price = Rs 2275 95% of 2275 = Rs 2161

If the airports C, D and H are closed down &nbsp;the minimum price&nbsp;to be paid by a passenger travelling from A to J would be by first travelling to F and then from F to J. The cost of travel from A to F&nbsp;= Rs 1700 The cost of travel from F&nbsp;to J&nbsp;= Rs 1150 Total cost = 1700 + 1150 = Rs 2850

The minimum cost from A to J we know is 2275. Let the CP to company be C Since 10% over actual CP is the total price&nbsp; i.e.&nbsp; $\text{CP}\times1.1 = 2275&nbsp; \rightarrow&nbsp; CP =&nbsp; \frac{2275}{1.1}$&nbsp; The total distance is 1950+1400=2350 Km. Cost per Km = $\dfrac{\frac{2275}{1.1}}{2350}$ = Rs 0.88/Km

Even if&nbsp;If the prices include a margin of 15% over the total cost that the company incurs, the total cost company incurs would be minimum for route AHJ i.e 2350 km. Hence option D.&nbsp;

Since we know the average , &nbsp;we can calculate the marks&nbsp;Dipan got in English Paper II&nbsp;(x)&nbsp;as ; 98+95+95.5+95+(96+x)/2 = 96*5 . We get 96+x = 96.5*2 . Thus x = 97 . Hence option C .&nbsp;

From the given data it is clear that Dipan is the only&nbsp;student&nbsp;who obtained Group Scores of at least 95 in every group and obtained&nbsp;the highest Group Score in Social Science Group. Hence option D.&nbsp;

CAT Data Interpretation Basics Questions

Instructions

Question 1.

Question 2.

Question 3.

Question 4.

Question 5.

Question 6.

Instructions

Question 7.

Question 8.

Question 9.

Question 10.

Instructions

Question 11.

Question 12.

Question 13.

Instructions

Question 14.

Question 15.

Question 16.

Question 17.

Question 18.

Instructions

Question 19.

Question 20.

Free CAT DILR Questions

CAT Data Interpretation Basics Questions

Instructions

Question 1.

<div><p>What BEST can be concluded about the students who did not appear for the Hindi examination?</p></div>

Question 2.

<div><p>Which students did not appear for the English examination?</p></div>

Question 3.

<div><p>Who among the following did not appear for the Mathematics examination?</p></div>

Question 4.

<div><p>For how many students can we be definite about which examinations they missed?</p></div>

Question 5.

<div><p>What BEST can be concluded about the students who missed the Science examination?</p></div>

Question 6.

<div><p>How many out of these six students missed exactly one examination?</p></div>

Instructions

Question 7.

<div><p>Among the following days, the largest fraction of orders booked on which day was lost?</p></div>

Question 8.

<div><p>On which of the following days was the number of orders booked the highest?</p></div>

Question 9.

Question 10.

Instructions

Question 11.

<div>What is the approximate percentage change in the average gross of the HR department due to transfer of a 40-year old person with basic pay of Rs. 8000 from the Marketing department?</div>

Question 12.

Question 13.

Instructions

Question 14.

<div>What is the lowest possible fare, in rupees, from A to J?</div>

Question 15.

Question 16.

<div>If the airports C, D and H are closed down owing to security reasons, what would be the minimum price, in rupees, to be paid by a passenger travelling from A to J?</div>

Question 17.

<div>If the prices include a margin of 10% over the total cost that the company incurs, what is the minimum cost per kilometer that the company incurs in flying from A to J?</div>

Question 18.

<div>If the prices include a margin of 15% over the total cost that the company incurs, which among the following is the distance to be covered in flying from A to J that minimizes the total cost of travel for the company?</div>

Instructions

Question 19.

<div>How much did Dipan get in English Paper II?</div>

Question 20.

<div>Students who obtained Group Scores of at least 95 in every group are eligible to apply for a prize. Among those who are eligible, the student obtaining the highest Group Score in Social Science Group is awarded this prize. The prize was awarded to:</div>

Free CAT DILR Questions