You aren’t done preparing for Logical Reasoning CBSE NET Paper 1 without watching 6 Syllogism videos [ CBSE NET-JRF Updates ]

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CBSE NET Aspirants must have a good command over the concept of square of opposition and syllogism problems (logical reasoning) around 5 - 6 questions in paper 1 every 6 months are from these section - You can get all of these questions correct through the six free youtube videos at Examrace Channel. Without learning the systematic techniques, syllogism problems and square of opposition could only be solved by guess work - which from our experience most students get wrong.

  • Square of Opposition - Concept of Universal and Particular - Knowing the concept of A, E, I and O along with categorical propositions - contradictory, contrary, subcontrary and subalternation
  • Solving problems on Square of Opposition
  • Syllogism Part 1 talks about square of opposition, basic venn diagram technique and introduces the concept of categorical propositions. It lays the foundation for classifying various problems.
  • Syllogism Part 2 discusses the unconditional valid forms - EIO, OAO, AEE, AOO and IAI.
  • Syllogism Part 3 talks about conditional valid forms and existential fallacy - the cases discussed are AAI, AEO and EAO.
  • Syllogism Part 4 explains the problems from past year papers which are solved using the techniques explained in the above three lectures.

Following 10 examples have been discussed and solved in the above video. Doubts and clarifications are most welcome as comments on Youtube Videos - Most comments are answered within 24 hours.

Example 1:

Premise: All events are things describable by science.

Premise: All mental decisions are events.

Conclusion: All mental decisions are things describable by science.

Example 2:

Premise: All businessmen are wealthy

Premise: All wealthy people are hard working.

Conclusion:

1. All businessmen are hard working?

2. All hard working people are not wealthy?

Example 3:

Premise: Some religious people are morally good.

Premise: Some religious people are rational.

Conclusions:

1. Rationally religious people are good morally.

2. Non - rational religious persons are not morally good.

Example 4:

Premise: Some flowers are red.

Premise: Some flowers are blue.

Conclusions:

1. Some flowers are neither red nor blue.

2. Some flowers are both red and blue.

Example 5:

All pens are books Some pencils are pens

Conclusions:

1. Some pencils are books

2. All pens are pencils

Example 6:

All pens are books No pencils are books

Conclusion:

1. All books are pencils

2. All pencils are books

3. Some pencils are books

Example 7:

Some decisions are reflections.

All dreams are decisions.

Conclusion: Some dreams are reflections.

Example 8:

All decisions are happenings.

No conclusions are happenings.

Conclusion: No conclusions are decisions.

Example 9:

No physical acts are chance events.

All chance events are accidental events.

Conclusion: No accidental events are physical acts.

Example 10:

All scooters are bikes

All scooters are cars

Conclusion:

1. All bikes are cars

2. Some cars are bikes

- Published on: August 18, 2015