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Recent questions tagged selfdoubt
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turing machine
How to design TURING MACHINE for unary and binary division ?
asked
Aug 3, 2017
in
Theory of Computation
by
set2018

599
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turingmachine
theoryofcomputation
selfdoubt
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1
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2
linear algebra
asked
Aug 2, 2017
in
Mathematical Logic
by
set2018

50
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engineeringmathematics
linearalgebra
selfdoubt
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1
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3
linear algebra
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Aug 2, 2017
in
Mathematical Logic
by
set2018

38
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engineeringmathematics
linearalgebra
selfdoubt
+2
votes
1
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4
linear algebra
Rank of matrix : 1) Rank is equal to the number of linearly independent rows or columns in the matrix 2)Rank is equal to the number of non zero rows in ECHLON FORM of matrix ARE BOTH the things same pls explain ?
asked
Jul 30, 2017
in
Mathematical Logic
by
set2018

274
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self
selfdoubt
engineeringmathematics
linearalgebra
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2
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5
dependency preserving
if given depedencies are A>B C>B then how can we prove that these dependency will logically imply AC>B ?
asked
Jul 26, 2017
in
Databases
by
set2018

126
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selfdoubt
+2
votes
2
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6
Aggregate function
Can we apply min and max (aggregate function in sql) on strings and date datatype ? Query :SELECT max(Name) FROM EMPLOYEE what will be the result ?
asked
Jul 22, 2017
in
Databases
by
set2018

182
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sql
databases
selfdoubt
+2
votes
1
answer
7
Addressing mode
Self reallocating code required for displacement addressing mode.How ?Please someone explain this concept.
asked
Jul 17, 2017
in
CO and Architecture
by
set2018

391
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self
selfdoubt
coandarchitecture
addressingmodes
instructionformat
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8
Complete Binary tree
What exactly is a Complete Binary Tree? Different sources provide different definitions: Source 1 : A complete binary tree of depth d is the strictly binary tree all of whose leaves are at level d. http://faculty.cs.niu.edu/~mcmahon/CS241/Notes/ ... which case they call this type of tree an almost complete binary tree or nearly complete binary tree. Which definition to follow ?
asked
Jul 17, 2017
in
DS
by
VS

332
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selfdoubt
+2
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3
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9
Self Doubt: Permutations & Combinations
How many solutions are there to the equation $x+y+z=17$ in positive integers? $120$ $171$ $180$ $121$
asked
Jan 29, 2015
in
Combinatory
by
pankaj9310

2.3k
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selfdoubt
combinatory
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