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GATE CS 2022 : Engineering Mathematics -1
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Question 1
Consider the following integrals. 
and 
Then what is the value of
Question 2
Consider the following functions.
(i)
(ii)
(iii)
Which of the above functions are not having an absolute minimum but have absolute maximum.
(i)
(ii)
(iii)
Which of the above functions are not having an absolute minimum but have absolute maximum.
Question 3
Consider the function f(x) = x+ln x and f is differentiable on (1,e) and f(x) is continous on [1,e]. Determine the c value using mean valuetheorem.[by computing f'(c) = 
Question 4
Consider the following function
Find the points at which f has absolute minimum and absolute maximum repectively.
Find the points at which f has absolute minimum and absolute maximum repectively.
Question 5
Question 6
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Nov 9GATE & PSU CS
