Practice Reasoning Questions For SBI PO Prelims & NIACL 2017 (Syllogism & Inequality) Set-36:
Dear Readers, Important Practice Reasoning Questions with explanation for Upcoming Exams was given here with explanation, candidates those who are preparing for Banking and all other Competitive exams can use this practice questions.
Directions (Q. 1-5):In each question below are given two or three statements followed by two conclusions numbered I and II. You have to take the given statements to be true even if they seem to be at variance with commonly known facts. Read all the conclusions and then decide which of the given conclusions logically follows from the given statements disregarding commonly known facts.
a) Only conclusion I is true.
b) Only conclusion II is true.
c) Neither conclusion I nor II is true.
d) Both conclusion I and II are true.
e) Neither conclusion I or II is true.
1). Statements: Some tasks are hurdles.
All hurdles are jobs.
Some jobs are works.
Conclusions:
I.All works being hurdles is a possibility,
II. At least some works are tasks.
2). Statements: Some tasks are hurdles.
All hurdles are jobs.
Some jobs are works.
Conclusions:
I.Some jobs are tasks.
II. All jobs are tasks.
3). Statements: Some problems are solutions.
No solution is a trick.
All rules are tricks.
Conclusions:
I.No rule is a solution.
II.Some problems are definitely tricks.
4). Statements: All ministers are deans.
Some deans are heads.
Some heads are principals.
Conclusions:
I.No principal is a minister.
II.All heads being ministers is a possibility.
5). Statements: No queue is a line.
Some queues are rows.
Conclusions:
I. No row is a line.
II.All rows are lines.
Directs (Q. 6-10):In each question, a relationship between different elements is shown in the statements.The statements are followed by two conclusions. Study the conclusion for the given statement and select the appropriate answer.
a) Only conclusion I is true.
b) Only conclusion II is true.
c) Neither conclusion I nor II is true.
d) Both conclusion I and II are true.
e) Either conclusion I or II is true.
6). Statements:P < L ≤ A = N ≥ E ≥ D; Q ≥ N < O
Conclusions:
I.L ≤ E
7). Statements:P ≤ U = N ≤ C ≥ H > S; K ≥ C
Conclusions:
I.P ≤ C
8). Statements:P < L ≤ A = N ≥ E ≥ D; Q ≥ N < O
Conclusions:
I.Q ≥ D
9). Statement:D ≥ I > S ≥ M ≤ A < L
Conclusions:
I.D ≥ A
10). Statements:P ≤ U = N ≤ C ≥ H; K ≥ C
Conclusions:
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