Bissoy.com
Doctors Medicines MCQs Q&A

In a psychology test of 6 students- P, Q, R, A, B, and C, the teacher found following information regarding the intelligence level of students. P is more intelligent than A. R is less intelligent than C. P is more intelligent than Y. Q is as much intelligent as B. If B and C are not the most intelligent student, then who will be the most intelligent student?

In a psychology test of 6 students- P, Q, R, A, B, and C, the teacher found following information regarding the intelligence level of students. P is more intelligent than A. R is less intelligent than C. P is more intelligent than Y. Q is as much intelligent as B. If B and C are not the most intelligent student, then who will be the most intelligent student? Correct Answer P

According to the given information,

P is more intelligent than A

P > A

R is less intelligent than C

C > R

P is more intelligent than Y

P > Y

Q is as much intelligent as B

Q = B

Given,

B and C are not the most intelligent.

From the above conditions, we can say that P is more intelligent.

Hence, “P” is the correct answer.

Related Questions

Below are given two sets in which Set I gives the named theory of Intelligence which set II indicated their main proponents and contentions associated with the theory. Match the two sets. Set I (Theory of Intelligence) Set II (The main proponents and contentions) (a) Multiple Factor Theory (i) Sternberg, intelligence can be taught and the classroom is the logical place to teach it. (b) Theory of Multiple Intelligence (ii) Cattell, intelligence is neither completely monarchic, nor oligarchic nor anarchic. (c) Theory of Fluid and Crystallized Intelligence (iii) Thurstone, intelligence is oligarchic in nature. (d) Coping Theory of Intelligence (iv) Gardner, intelligence is a capacity with component processes and should not be confused with a learning or cognitive style.   Choose correct answer from following.
In a survey of 100 students, it was found that 25 students have enrolled for Navy AA test series, 26 students have enrolled for NDA test series, 26 students have enrolled for Airforce group X test series, 9 students have enrolled for both Navy AA and Airforce group X test series, 11 students have enrolled for both Navy AA and NDA test series, 8 students have enrolled for both NDA and Airforce group X test series whereas 3 students have enrolled in all three test series. Find the number of students who has not enrolled in any of the test series.
In a survey of 100 students, it was found that 25 students have enrolled for Navy AA test series, 26 students have enrolled for NDA test series, 26 students have enrolled for Airforce group X test series, 9 students have enrolled for both Navy AA and Airforce group X test series, 11 students have enrolled for both Navy AA and NDA test series, 8 students have enrolled for both NDA and Airforce group X test series whereas 3 students have enrolled in all three test series. Find the number of students who have enrolled exactly in any two test series.
In a survey of 100 students, it was found that 25 students have enrolled for Navy AA test series, 26 students have enrolled for NDA test series, 26 students have enrolled for Airforce group X test series, 9 students have enrolled for both Navy AA and Airforce group X test series, 11 students have enrolled for both Navy AA and NDA test series, 8 students have enrolled for both NDA and Airforce group X test series whereas 3 students have enrolled in all three test series. Find the number of students who have enrolled in exactly one test series.
In a class text, to the question, find out 23% of 200, two students answered in following ways:  Student A: 23% of 200 = 23% of (100 + 100) = 23 + 23 = (20 + 20) + (3 + 3) = 46  Student B: 23% of 200 = 200 × \(\frac{23}{100}\) = 2 × 23 = 46 Which of the following statements is the most appropriate in the given context? 1. Since student B has used the standard algorithm, teacher gives full marks to student B and zero to student A 2. Teacher gives full marks to both the students as they have attempted the question using their own algorithms. Both formal and informal algorithms are integral to solving problems in mathematics. 3. Teacher gives zero marks to student A and directs him to redo the question using the algorithm taught in the Class 4. Teacher accepts both the responses but directed student A to refrain from using informal algorithm 
A college offers two papers to a student such that if a student studies Philosophy, he or she must study French. One who studies History cannot choose Psychology. French students cannot study History. French students cannot opt for Spanish. Only History students can study Political Science. No Psychology student has opted for Sociology. If so, what other discipline will a Psychology student have to study?
In a class, Rohit is intelligent than Rahul. Rohan is intelligent than Rohit, Rahul is intelligent than Rajat but not intelligent than Rohan. Sahil is intelligent than Rahul but not intelligent than Rohit. Who among the following is the most intelligent in the class?
Five school students were administered psychological tests to know their intellectual levels. In the report, the psychologist pointed out that Aravind is less intelligent than Bidan. Chandan is less intelligent than Dileep. Bidan is less intelligent than Chandan and Aravind is more intelligent than Mohan. Which child is the most intelligent?
Five children were administered psychological tests to know their intellectual levels . In the report psychogists point that child A is less intelligent than child B . The child C is less intelligent then D , The child B is less intelligent then child C and child A is less intelligent than child E . Which child is most intelligent ?
Consider the given statement and state which of the given assumptions are implicit in the statement. Statement: The teacher said that student X is the most intelligent student in the class. Assumptions: 1. The teacher feels that the other students are not intelligent. 2. The teacher sees student X as the future teacher.