Скачать или смотреть CSIR-NET Mathematics || Part-C Solutions Series || Real Analysis, Linear Algebra ||

CSIR-NET Mathematics || Part-C Solutions Series || Real Analysis, Linear Algebra || 
In this video I have solved a question from NET JRF Mathematics. In first question we have given a degree 4 polynomial such that f(-1)=0, f(0)=0, f'(0)=0 then we need to check 1)whether there exist a belongs to (-1,1) such that f'''(a) is greater equal 3.2)For all a belongs to (-1,1) such that f'''(a) is greater equal 3.3)0 less equal f'''(0) less equal 24)f'''(0) greater equal 3.

In second question for  a fixed natural number n, series (-1)^m/m where m varies from n to infinity. We need to check 1)absolutely convergent 2) divergent 3) absolutely convergent if n grater than 100 4) convergent.
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