Reasoning Questions and Reasoning Quiz for IBPS PO Reasoning , IBPS Clerk Reasoning , IBPS RRB Reasoning ,SBI exam Reasoning , and other competitive exams.
Directions (Q1-Q5): Study the following information carefully and answer the given questions.
Eight friends, A, B, C, D, E, F, G and H, are sitting around a square table in such a way that four of them sit at four corners of the square while four sits in the middle of each of the four sides. The ones who sit at the four corners face the center while those who sit in the middle of the sides face outside. They all like different branded shoes i.e. Reebok, Puma, Spar, Bata, Adidas, Nike, Fila and Lee cooper. H likes Fila shoes. And the one, who seated opposite to D, likes Bata Shoes.
H sits second to the right of C. G likes Adidas. And the one who sits immediate left of C, likes Puma shoes. H does not sit at any of the corners. C and B like Lee cooper and Nike shoes respectively. A sit third to the right of E. E is not an immediate neighbor of C. B and G are immediate neighbors of each other, but B does not sit at any of the corners of the table. F is an immediate neighbor of neither E nor C. The one who seated immediate left of G, likes Spar shoes.
Q1. Four of the following five are a like in a certain way and so form a group. Which is the one that does not belong to that group?
Q2. Who sits third to the left of the one like Puma shoes?
(e) Cannot be determined
Q3. What is the position of the one who likes Reebok shoes with respect to the one who likes Sparx shoes?
(a) Immediate to the left
(b) Second to the left
(c) Third to the left
(d) Third to the right
(e) Second to the right
Q4. Who amongst the following sits second to the right of G?
Q5. Who amongst the following represent the immediate neighbors of F?
(b) H, B
(c) H, A
(e) D, G
Directions (Q6 – Q10): Each of the questions below consists of a question and two statements numbered I and II given below it. You have to decide whether the data provided in the statements are sufficient to answer the question. Read both the statements and give answer.
(a) if the data in statement I alone are sufficient to answer the question, while the data in statement II alone are not sufficient to answer the question.
(b) if the data in statement II alone are sufficient to answer the question, while the data in statement I alone are not sufficient to answer the question.
(c) if the data either in statement I alone or in statement II alone are sufficient to answer the question.
(d) if the data even in both the statements I and II together not sufficient to answer the question.
(e) if the data in both the statements I and II together are necessary to answer the question.
Q6. How many students are there between Suresh and Mohan in a row of 50 students ?
I. Suresh is twelfth from the left end and Mohan is seventeenth from the right end.
II. Suresh is six places away from Jayesh, who is twentieth from the left end.
Q7. What does ‘$’ mean in a code language?
I.‘5 $ # 3’ means ‘flowers are really good’.
II.‘7 # 3 5’ means ‘good flowers are available’.
Q8. How is P related to J?
I. M is the brother of P and T is the sister of P.
II. P’s mother is married to J’s husband, who has one son and two daughters.
Q9. How is ‘never’ written in a code language ?
I. ‘never ever go there’ is written as ‘na ja ni ho’ in that code language.
II.‘go there and come back’ is written as ‘ma ho sa ni da’in that code language.
Q10. Among M, P, K, J, T and W, who is lighter than only the heaviest?
I. P is heavier than M and T.
II. W is heavier than P but lighter than J, who is not the heaviest.
Q (1 – 5):
From statement I:
11 → Suresh 4 ← 21 → Mohan← 16
So, there are 21 students between Suresh and Mohan.
Using statement II:
Mohan’s name is not even mentioned in the given statement. So, we cannot find the answer using statement II alone.
Using either of the statements alone we cannot find the code for $, but using both the statements together we can find that ‘#53′ is ‘good flowers are’. So, the code for $ is ‘really’.
Using statement, I:
We cannot find the relation using this statement as J’s name is not even mentioned in it.
Using statement II:
We can say that J is the mother of P but cannot decide whether P is the son or daughter of J.
Using both statements together:
Using either of the statements alone we cannot find the code, and even by using both the statements together we can only find that ‘never ever’ is coded as ‘naja’ the code for ‘never’ cannot be uniquely determined even by using both the statements together.
Using either of the statements alone we cannot find the answer, but when we use both the statements together we can find the relation in terms of weight, ie
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