12th Class Mathematics Applications of Derivatives

  • question_answer 29)
    Let I be any interval disjoint from (?1, 1). Prove that the function f defined by f(x) =  is strictly increasing on I.  

    Answer:

    f(x) = x +                               Intervals are       Since I is disjoint from (?1, 1).             For             For             Hence f(x) is strictly increasing on I.  


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