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Reasoning Quiz 29 May- Reasoning Quiz for SBI PO Prelims 2020

The reasoning being the scoring part can enhance your performance as a whole. All you need to do is clear your basics and be aware of the syllabus of the particular exam you are preparing for. Start your preparation and crack the State Bank of India PO Prelims 2020 with the study plan and daily reasoning quizzes provide on bankersadda and adda247 app. 29th May 2020 SBI PO Pre Quiz Based on- Inequality.

                            Reasoning Quiz 29 May- Reasoning Quiz for SBI PO Prelims 2020 |_3.1

Directions (1-5): In these questions, relationship between different elements is show in the statements. The statements are followed by conclusions. Study the conclusions based on the given statements and select the appropriate answer:

Q1. Statements: N > Z ≥ Y = J ≤ K < Q ≤ B, C > Y
Conclusions: I. Y < B II. C ≥ Q
(a) Both conclusions I and II are true
(b) Either conclusion I or II is true
(c) Only conclusion I is true
(d) Neither conclusions I nor II is true
(e) Only conclusion II is true

Q2. Statements: Z ≥ Y = J ≤ K < Q ≤ B; A ≥ Z
Conclusions: I. A > Q II. A ≥ J
(a) Both conclusions I and II are true
(b) Only conclusion II is true
(c) Neither conclusion I nor II is true
(d) Either conclusions I or II is true
(e) Only conclusions I is true

Q3. Statements: T < I = Z ≤ H; G < I
Conclusions: I. H > T II. H > G
(a) Both conclusion I and II are true
(b) Either conclusion I or II is true
(c) Neither conclusion I nor II is true
(d) Only conclusion I is true
(e) Only conclusion II is true

Q4. Statements: F < N < P ≤ R ; W ≥ P; R ≥ X
Conclusions: I. N < X II. W < F
(a) Only conclusion II is true
(b) Either conclusion I or II is true
(c) Both conclusion I and II are true
(d) Neither conclusion I nor II is true
(e) Only conclusion I is true

Q5. Statements: K = F < S < P ≤ T > M; W ≤ P
Conclusions: I. W ≥ F II. K > W
(a) Neither conclusion I nor II is true
(b) Both conclusions I and II are true
(c) Only conclusion II is true
(d) Either conclusion I or II is true
(e) Only conclusion I is true

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