Mathematics II

 
  • Continuity  M21201005

    Continuity M21201005

    Unit – II A Continuity When Intervals are Given Continuity problems from 98 to 120. Back                                      Next Topic

     
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  • Continuity M21201004

    Continuity M21201004

    Unit – I D Miscellaneous Continuity Problems Miscellaneous Continuity problems from 90 to 97. Back                                   Next Topic

     
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  • Continuity  M21201003

    Continuity M21201003

    Unit – IC Removable and Non-removable Discontinuity Reasons of Discontinuity: The discontinuity of a function may be due to the following reasons (It is assumed the function f|(x) is defined at x = c. The left hand limit or right hand limit or both may not exist. The left hand limit or right hand limit exist but are not equal The […]

     
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  • Continuity M21201002

    Continuity M21201002

    Unit – IB To Find Value of Constant or Function Value at Point of Continuity To Find Value of Constant or Function Value at Point Previous Topic                                            Next Topic

     
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  • Continuity M21201001

    Continuity M21201001

    Unit – IA Continuity of a Function at a Point A Concept of Left and Right Limit of a Function: Let ‘f’ be a real function defined on domain [1, 3] and the following limit exists. Here, value of x can be such that 1  ≤ x ≤ 3 Now x can approach 2 from left-hand side by taking values like (1.9, […]

     
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