Question:
DIRECTIONS for questions: Each question consists of five statements followed by options consisting of three statements put together in a specific order. Choose the option which indicates a valid argument, that is, where the third statement is a conclusion drawn from the preceding two statements. Example:
A. All cigarettes are hazardous to health.
B. Brand X is a cigarette.
C. Brand X is hazardous to health.
ABC is a valid option, where statement C can be concluded from statements A and B.
A. All actors are handsome.
B. Some actors are popular.
C. Ram is handsome.
D. Ram is a popular actor.
E. Some popular people are handsome.
DIRECTIONS for questions: Each question consists of five statements followed by options consisting of three statements put together in a specific order. Choose the option which indicates a valid argument, that is, where the third statement is a conclusion drawn from the preceding two statements. Example:
A. All cigarettes are hazardous to health.
B. Brand X is a cigarette.
C. Brand X is hazardous to health.
ABC is a valid option, where statement C can be concluded from statements A and B.
A. All actors are handsome.
B. Some actors are popular.
C. Ram is handsome.
D. Ram is a popular actor.
E. Some popular people are handsome.
A. All cigarettes are hazardous to health.
B. Brand X is a cigarette.
C. Brand X is hazardous to health.
ABC is a valid option, where statement C can be concluded from statements A and B.
A. All actors are handsome.
B. Some actors are popular.
C. Ram is handsome.
D. Ram is a popular actor.
E. Some popular people are handsome.
Show Hint
Take the actors who are popular. A tells you what is true of every actor.
Updated On: Nov 4, 2026
- ABE
- ACD
- DCA
- EDC
Show Solution
Verified By Collegedunia
The Correct Option is A
Solution and Explanation
Step 1: Test ABE:
A: all actors are handsome. B: some actors are popular. Those popular actors are handsome, so some popular people are handsome. That is E. ABE is valid.
Step 2: Test the others:
ACD: Ram is handsome, but handsome people need not be actors, so 'Ram is a popular actor' does not follow. DCA: D and C are about Ram alone, and the general statement A (all actors are handsome) cannot be concluded from facts about one person. EDC: E says only some popular people are handsome, and Ram need not be one of them, so C (Ram is handsome) cannot be drawn from E and D. Not valid.
Final Answer:
The correct option is (1): ABE
A: all actors are handsome. B: some actors are popular. Those popular actors are handsome, so some popular people are handsome. That is E. ABE is valid.
Step 2: Test the others:
ACD: Ram is handsome, but handsome people need not be actors, so 'Ram is a popular actor' does not follow. DCA: D and C are about Ram alone, and the general statement A (all actors are handsome) cannot be concluded from facts about one person. EDC: E says only some popular people are handsome, and Ram need not be one of them, so C (Ram is handsome) cannot be drawn from E and D. Not valid.
Final Answer:
The correct option is (1): ABE
Was this answer helpful?
0
0
Top CAT Data Interpretation & Logical Reasoning (DILR) Questions
- 1000 patients currently suffering from a disease were selected to study the effectiveness of treatment of four types of medicines — A, B, C and D. These patients were first randomly assigned into two groups of equal size, called treatment group and control group. The patients in the control group were not treated with any of these medicines; instead they were given a dummy medicine, called placebo, containing only sugar and starch. The following information is known about the patients in the treatment group.
a. A total of 250 patients were treated with type A medicine and a total of 210 patients were treated with type C medicine.
b. 25 patients were treated with type A medicine only. 20 patients were treated with type C medicine only. 10 patients were treated with type D medicine only.
c. 35 patients were treated with type A and type D medicines only. 20 patients were treated with type A and type B medicines only. 30 patients were treated with type A and type C medicines only. 20 patients were treated with type C and type D medicines only.
d. 100 patients were treated with exactly three types of medicines.
e. 40 patients were treated with medicines of types A, B and C, but not with medicines of type D. 20 patients were treated with medicines of types A, C and D, but not with medicines of type B.
f. 50 patients were given all the four types of medicines. 75 patients were treated with exactly one type of medicine. - A new game show on TV has 100 boxes numbered 1, 2, . . . , 100 in a row, each containing a mystery prize. The prizes are items of different types, a, b, c, . . . , in decreasing order of value. The most expensive item is of type a, a diamond ring, and there is exactly one of these. You are told that the number of items at least doubles as you move to the next type. For example, there would be at least twice as many items of type b as of type a, at least twice as many items of type c as of type b and so on. There is no particular order in which the prizes are placed in the boxes.
- The figure below shows the street map for a certain region with the street intersections marked from a through l. A person standing at an intersection can see along straight lines to other intersections that are in her line of sight and all other people standing at these intersections. For example, a person standing at intersection g can see all people standing at intersections b, c, e, f, h, and k. In particular, the person standing at intersection g can see the person standing at intersection e irrespective of whether there is a person standing at intersection f.
Six people U, V, W, X, Y, and Z, are standing at different intersections. No two people are standing at the same intersection.
The following additional facts are known.
1. X, U, and Z are standing at the three corners of a triangle formed by three street segments.
2. X can see only U and Z.
3. Y can see only U and W.
4. U sees V standing in the next intersection behind Z.
5. W cannot see V or Z.
6. No one among the six is standing at intersection d. - The Ministry of Home Affairs is analysing crimes committed by foreigners in different states and union territories (UT) of India. All cases refer to the ones registered against foreigners in 2016. The number of cases – classified into three categories: IPC crimes, SLL crimes and other crimes – for nine states/UTs are shown in the figure below. These nine belong to the top ten states/UTs in terms of the total number of cases registered. The remaining state (among top ten) is West Bengal, where all the 520 cases registered were SLL crimes.
The table below shows the ranks of the ten states/UTs mentioned above among ALL states/UTs of India in terms of the number of cases registered in each of the three category of crimes. A state/UT is given rank r for a category of crimes if there are (r―1) states/UTs having a larger number of cases registered in that category of crimes. For example, if two states have the same number of cases in a category, and exactly three other states/UTs have larger numbers of cases registered in the same category, then both the states are given rank 4 in that category. Missing ranks in the table are denoted by *.IPC crimes SLL crimes Other crimes Delhi * * * Goa * 4 * Haryana 8 6 * Karnataka 3 2 * Kerala * 9 * Maharashtra 3 4 8 Puducherry 13 29 * Tamil Nadu 11 7 * Telangana 6 9 8 West Bengal 17 * 16 - Five vendors are being considered for a service. The evaluation committee evaluated each vendor on six aspects – Cost, Customer Service, Features, Quality, Reach, and Reliability. Each of these evaluations are on a scale of 0 (worst) to 100 (perfect). The evaluation scores on these aspects are shown in the radar chart. For example, Vendor 1 obtains a score of 52 on Reliability, Vendor 2 obtains a score of 45 on Features and Vendor 3 obtains a score of 90 on Cost.
View More Questions
Top CAT Logical Reasoning Questions
A cricket tournament had three teams– India, Australia and Sri Lanka– taking part in it. The format of the tournament was such that in the preliminary stage each of these teams would play the other teams four times.
Four points are awarded for a win and in case a team beats another team by a huge margin, it is given a bonus point in addition to the four points.
At the end of the preliminary stage, the top two teams, in terms of the points scored, reach the finals.
No match in the tournament ends in a tie and if two teams end up with the same number of points at the end of the preliminary stage, the team with the better net run rate is placed higherTwo teams of five each must be selected from a group of ten persons — A through J — of which:
• A, E, and G are doctors.
• D, H, and J are lawyers.
• Band I are engineers.
• Cand Fare managers.
It is also known that:
(i) Every team must contain persons of each of the four professions.
(ii) C and H cannot be selected together.
(iii) I cannot be selected into a team with two lawyers.
(iv) J cannot be in a team with two doctors.
(v) A and D cannot be selected together.Five friends A, B, C, D, E sit in a row facing north. A is to the left of B, C is between A and B, D is not at an end, E is to the right of B. Who is in the middle?
- Using the same seating arrangement, who is at the rightmost position?
- Using the same seating arrangement, who is to the immediate left of B?
View More Questions
Top CAT Questions
- Compare and contrast between Portia and Jessica characters in Merchant of Venice.
- In a triangle ABC,AB=AC=8cm. A circle drawn with BC as diameter passes through A. Another circle drawn with center at A passes through B and C. Then the area,in sq.cm,of the overlapping region between the two circles is
- The simple interest accrued on an amount of Rs.25,000 at the end of three years is Rs.7,500. What would be the compound interest accrued on the same amount at the same rate in the same period?
- What is the sum of all roots of the equation \(|x+4|^2–10|x+4|=24\)?
- A solid metal sphere is melted and smaller spheres of equal radii are formed. 10% of the volume of the sphere is lost in the process. The smaller spheres have a radius which is \(\frac{1}{9}\text{th}\) the larger sphere. If 10 litres of paint were needed to paint the larger sphere,how many litres are needed to paint all the smaller spheres?
View More Questions