Friday, 8 December 2017

Link for previous year CMI papers:https://www.cmi.ac.in//admissions/syllabus.php
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pigeonhole principal

Prove that any sequence of nm + 1 distinct real numbers either contains an increasing subsequence of length n + 1 or a decreasing subsequen...

  • (no title)
    Suppose n≥0 is an integer and all the roots of x³+bx+4-(2×2016ⁿ)=0 are integers . Find all possible b.
  • pigeonhole principal
    Prove that any sequence of nm + 1 distinct real numbers either contains an increasing subsequence of length n + 1 or a decreasing subsequen...