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Questions by LavTheRawkstar
0
votes
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answers
241
Gate Discrete Mathematics
Find the number of sub algebra of the Boolean algebra D110.
Find the number of sub algebra of the Boolean algebra D110.
684
views
asked
Jun 26, 2016
0
votes
1
answer
242
Gate Discrete Mathematics
Using Generating function , solve the recurrence relation an+2 - 2an+1 + an = 2n , n>=0 , a0=2 , a1=1
Using Generating function , solve the recurrence relation an+2 - 2an+1 + an = 2n , n>=0 , a0=2 , a1=1
2.9k
views
asked
Jun 26, 2016
0
votes
1
answer
243
Gate Discrete Mathematics
If f : R - > R defined by , Show that f is invertible.
If f : R - R defined by , Show that f is invertible.
310
views
asked
Jun 26, 2016
0
votes
0
answers
244
GATE DIscrete MATHs
Prove that if a and b are the elements in a bounded,distributive lattice and if a has a compliment a' then a ∨ (a' ∧ b) = a ∨ b, a ∧ (a' ∨ b ) = a ∧ b .
Prove that if a and b are the elements in a bounded,distributive lattice and if a has a compliment a' thena ∨ (a' ∧ b) = a ∨ b, a ∧ (a' ∨ b ) = a ∧ ...
134
views
asked
Jun 25, 2016
0
votes
1
answer
245
gate Discrete
Let A = {1,2,3,4} and let S= A x A . Define the Relation R on S as(a,b) R (c,d) iff a+b=c+d. Show that R is an Equivalence Relation and find S/R.
Let A = {1,2,3,4} and let S= A x A .Define the Relation R on S as(a,b) R (c,d) iff a+b=c+d.Show that R is an Equivalence Relation and find S/R.
516
views
asked
Jun 25, 2016
Set Theory & Algebra
set-theory&algebra
relations
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0
votes
0
answers
246
Gate Discrete MAths
Solve the recurrence relation an - 4 an-1 - 11 an-2 + an-3 = 0 , a0 = 0 , a1 = -35 , a2=-85.
Solve the recurrence relationan - 4 an-1 - 11 an-2 + an-3 = 0 , a0 = 0 , a1 = -35 , a2=-85.
225
views
asked
Jun 25, 2016
Mathematical Logic
mathematical-logic
recurrence-relation
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0
votes
1
answer
247
GATE DISCRETE MATHS
Prove that for all n>=1 , n! >= 2n-1 using principle of mathematical induction.
Prove that for all n>=1 , n! >= 2n-1 using principle of mathematical induction.
313
views
asked
Jun 25, 2016
0
votes
0
answers
248
Discrete GATE
How to prove that Power set (P(S) , <= ) is a lattice, where symbols have their usual meanings.
How to prove that Power set (P(S) , <= ) is a lattice, where symbols have their usual meanings.
348
views
asked
Jun 25, 2016
0
votes
1
answer
249
GATE DISCRETE MATHS
The matrix of a relation R: A->A is given by MR = Determine R-1 and compliment of R.
The matrix of a relation R: A->A is given by MR = Determine R-1 and compliment of R.
1.3k
views
asked
Jun 25, 2016
Linear Algebra
linear-algebra
matrix
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1
votes
2
answers
250
GATE DIscrete MAths
Show that the function f, g :R ->R defined as : , ∀ x ∈ ℝ are inverses of each other.
Show that the function f, g :R ->R defined as : , ∀ x ∈ ℝ are inverses of each other.
538
views
asked
Jun 25, 2016
Set Theory & Algebra
set-theory&algebra
functions
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3
votes
2
answers
251
Discrete
Draw the Hasse diagram of the set A={1,2,3,4} under the partial ordering relation "<=" i.e., "less than or equal to"?
Draw the Hasse diagram of the set A={1,2,3,4} under the partial ordering relation "<=" i.e., "less than or equal to"?
1.3k
views
asked
Jun 25, 2016
Set Theory & Algebra
set-theory&algebra
lattice
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1
votes
2
answers
252
GATE Discrete Obtain the disjunctive normal form and conjuctive normal form of
Obtain the disjunctive normal form and conjuctive normal form of E(x1,x2,x3) = [ (x1 - x2)` + (x1`.x3) ] ' .
Obtain the disjunctive normal form and conjuctive normal form of E(x1,x2,x3) = [ (x1 - x2) + (x1 .x3) ] ' .
2.2k
views
asked
Jun 25, 2016
1
votes
1
answer
253
Discrete Mathematics one to one and onto function
Prove that the function f : R -> R defined as f(x) = 2x + 3 for all x ε R is both one to one and onto.
Prove that the function f : R - R defined as f(x) = 2x + 3 for all x ε R is both one to one and onto.
610
views
asked
Jun 25, 2016
1
votes
2
answers
254
GATE DISCRETE MATHEMATICS
Show without using a truth table that p V q ~ p ---------------------------------------------------------------- ∴ q
Show without using a truth table that p V q ~ p ∴ q
374
views
asked
Jun 25, 2016
1
votes
0
answers
255
GATE common Question Construct the DAG
Construct the DAG for the following code: a[i] = b *p = c d = a[j] e = *p *p = a[i]
Construct the DAG for the following code:a[i] = b*p = cd = a[j]e = *p*p = a[i]
958
views
asked
Jun 25, 2016
1
votes
2
answers
256
Gate Genral Questions
Consider the following Grammar : S` - > S# S - > ABC A - > a | bbD B - > a | ε C - > b | ε D - > c | ε (i) Construct first and Follow sets for the grammar. (ii)Design a LL(1) parsing using table for this grammar.Also parse 'bbcab' string using the parsing table.
Consider the following Grammar :S - S#S - ABCA - a | bbDB - a | εC - b | εD - c | ε (i) Construct first and Follow sets for the grammar.(ii)Design a...
8.8k
views
asked
Jun 25, 2016
Compiler Design
compiler-design
grammar
parsing
first-and-follow
ll-parser
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0
votes
0
answers
257
Generate TAC :
Generate TAC for: int c; int p ; int n int i =1; n=100; c=i; p=n; while(c<p) { for(i=2;i=n;i++) { c=c+p; p=c-p; } } b) Also Construct basic block for above TAC and perform Optimization for it.
Generate TAC for: int c; int p ; int n int i =1; n=100; c=i; p=n; while(c<p) { for(i=2;i=n;i++) { c=c+p; p=c-p; } }b) Also Construct basic block for above TAC and perform...
431
views
asked
Jun 25, 2016
Compiler Design
compiler-design
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1
votes
0
answers
258
GATE and also asked in other competitive Exams
Consider the Following grammar for: S --> a $\mid$ ^ $\mid$ (T) T --> T,S $\mid$ S Show the steps of a shift reduce parser corresponding to string ((( a , a , ^ , (a)) , a). Compute LEADING and TRAILING for the ... tell me What will be the LEADING and TRAILING . I am having confusion in that only. I have solved all the parts just tell me part B)
Consider the Following grammar for: S a $\mid$ ^ $\mid$ (T)T T,S $\mid$ S Show the steps of a shift reduce parser corresponding to string ((( a , a , ^ , (a)) , a).Co...
693
views
asked
Jun 25, 2016
1
votes
0
answers
259
Construct the LALR(1) parsing table for this grammar.
Consider the following Grammar S - > V = E E - > F | E+F F - > V | int | (E) V - > id Construct the LALR(1) parsing table for this Grammar.
Consider the following GrammarS - V = EE - F | E+F F - V | int | (E)V - idConstruct the LALR(1) parsing table for this Grammar.
558
views
asked
Jun 25, 2016
2
votes
2
answers
260
Write Quadruples,Triples, and indirect Triples for the expression
Write Quadruples,Triples, and indirect Triples for the expression : (a+b) * (c+d) - (a+b+c)
Write Quadruples,Triples, and indirect Triples for the expression : (a+b) * (c+d) - (a+b+c)
30.9k
views
asked
Jun 25, 2016
Compiler Design
compiler-design
intermediate-code
three-address-code
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