IITB

IITB GATECSE Cutoff

April 9, 2016 by ibia 1 Comment

Cutoffs for M.Tech, PhD admissions in IIT Bombay for CSE

Option D (refer https://gateoverflow.in/1364/gate2005-28)

[youtube https://www.youtube.com/watch?v=1OBRbAVQ43E] Check out this video to get detailed explanati

Option C is wrong because The kernel level threads are independent to each other and they have more

Array A is in non-decreasing order (2 or more same elements can be present). ∴ A[1] ≼ A[2] ≼ A[3] ≼

OPTION D none of these code-.unit testing design-> integration testing requirements->validat

Option-A is ruled out because it is not register. Registers are more faster than cache memory. Opt

$\textrm{Let the first number is x, the second number is y & the third number is z}$ $\textrm{Ac

$\textrm{Refer here:}$ https://www.examveda.com/if-t-pow-2-4t-1-0-then-the-value-of-t-pow-3-frac-1t-

$\textrm{Given;}$ $a^{x}=b$, $b^{y}=c$, $c^{z}=a$ $\textrm{Taking log in both side we get:}$ $\Leftr

OPTION B $B_{2}CD,BC_{3}D,BCD_{4},B_{5}CD,BC_{6}$ HERE term are BCD(not change), numerical value are

$Given$ : $x^{a}$$=$$y^{b}$$=$$z^{c}$ & $y^{2}=zx$ $Let$ $x^{a}$$=$$y^{b}$$=$$z^{c}$$=$$k$ $\Rig

$Let\ 1^{st}$ $number$ $is$ $x$ $and$ $2^{nd}$ $number$ $is$ $y.$ $\Rightarrow$ $\textrm{($\frac{1}{

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