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1. Quantitative Aptitude

Inequalities

Inequalities

Learn Inequalities With Tricks

Rules & Terminologies

1. openside { > or > } closedside;

2. openside { = } openside;

3. closedside{ < or < } openside

    SPECIAL CASE (EITHER OR ):

  1. If > or < condition is true but given in two different statements then


  2. we can conclude as either 1st statement or 2nd statement.

    Rules:

  1. Rule 1 =

    we always move forward if it is open otherwise stop

  2. Rule 2 = Priorities:

    Set 1 ( > , > , = ) :

    First Priority : >

    Second Priority : >

    Third Priority : =


    Set 2 ( < , < , = ) :

    First Priority : <

    Second Priority : <

    Third Priority : =


  3. Rule 3 =

    We always move from openside to close side


Example: A > B > C > D > E ;E = F > G ; M > B > F > I

CONCLUSIONS:

  1. C > F
  2. A > F
  3. E < D
  4. E > I
  5. E = I
  6. B > M

SOLUTIONS:

Conclusion 1

WE ALWAYS START FROM OPEN SIDE.

FIRST C TO D IS OPEN GO;D TO E OPEN GO;E TO F OPEN WE HAVE REACHED FINAL POINT.

SYMBOLS INCLUDED : > ,>,=

AFTER ARRANGING THEM ACCORDING TO PRIORITIES : >, > ,=

CONCLUSION : C > F IS CORRECT

Conclusion 2

WE ALWAYS STARTS FROM OPEN SIDE.

FIRST A TO B IS OPEN GO;B TO F OPEN GO WE HAVE REACHED FINAL POINT.

SYMBOLS INCLUDED : >,>

AFTER ARRANGING THEM ACCORDING TO PRIORITIES : >,>

CONCLUSION : A > F IS CORRECT

Conclusion 3

WE ALWAYS STARTS FROM OPEN SIDE.

FIRST D TO E IS OPEN GO; FINAL POINT.

SYMBOLS INCLUDED : >

AFTER ARRANGING THEM ACCORDING TO PRIORITIES : >

CONCLUSION : E < D IS CORRECT

Conclusion 4( special case )

WE ALWAYS STARTS FROM OPEN SIDE.

FIRST E TO F IS OPEN GO;F TO I OPEN GO WE HAVE REACHED FINAL POINT.

SYMBOLS INCLUDED : =, >

AFTER ARRANGING THEM ACCORDING TO PRIORITIES : > , =

CONCLUSION : E > I IS WRONG

Conclusion 5( special case )

WE ALWAYS STARTS FROM OPEN SIDE.

FIRST E TO F IS OPEN GO;F TO I OPEN GO WE HAVE REACHED FINAL POINT.

SYMBOLS INCLUDED : =, >

AFTER ARRANGING THEM ACCORDING TO PRIORITIES : > , =

CONCLUSION : E = I IS WRONG

BUT FROM CONCLUSION 4 AND 5 E > I WHICH IS CORRECT CONCLUSION. SO WE CAN SIMPLY CONCLUDE THAT EITHER 4 OR 5 IS CORRECT

Conclusion 6

WE ALWAYS STARTS FROM OPEN SIDE.

FIRST B TO M IS CLOSED THEN STOP

CONCLUSION B>M IS WRONG

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