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Answers by Magma

1 votes
1
ACE Test Series
Can any tell the formula for A<B and A=B I understand the solution but I didn’t found any formula on net. Any valid links are welcome.
Can any tell the formula for A<B and A=BI understand the solution but I didn’t found any formula on net. Any valid links are welcome.
1 votes
2
Consider set R=(1,1),(2,1),(3,2),(4,3). If set P=R1∪R2∪R3, then which of the following represents the set P?
How to proceed in such questions.Consider set $R = {(1, 1), (2, 1), (3, 2), (4, 3)}$. If set $P = R^1 \cup R^2 \cup R^3, $ then which of the following represents the set...
1 votes
7
c_prog
int m= -14; int n=6; int o; o=m%++n; n+=m++ - o; m<<=(o^n)&3; assuming 2's complement arithemetic ; what should be the final value of m,n,o??
int m= -14;int n=6;int o;o=m%++n;n+=m++ - o;m<<=(o^n)&3;assuming 2's complement arithemetic ; what should be the final value of m,n,o??
1 votes
12
made easy
shouldnt the answer be 1??
shouldnt the answer be 1??
2 votes
13
DBMS basic test1
2 votes
14
Maths_Test1_Q35
A cinema hall has a capacity of 100 seats–40 seats in the balcony and 60 seats on the ground floor. In how many ways can 100 viewers be accommodated, if 10 of them want to be in the balcony and 15 others refuse to be in the balcony?
A cinema hall has a capacity of 100 seats–40 seats in the balcony and 60 seats on theground floor. In how many ways can 100 viewers be accommodated, if 10 of themwant t...
4 votes
15
Maths_test1_Q16
The equations x + 4y + 8z = 16, 3x + 2y + 4z = 12 and 4x + y + 2z = 10 have (A) Only one solution (B) Two solutions (C) Infinitely many solutions (D) No solution
The equations x + 4y + 8z = 16, 3x + 2y + 4z = 12 and 4x + y + 2z = 10 have(A) Only one solution(B) Two solutions(C) Infinitely many solutions(D) No solution
0 votes
16
Rank of the matrix
Given that a matrix $[A]_{4\times4},$any one row/column is dependent on the others, and given matrix are singular matrix$(|A|=0)$. And another matrix $B=adj(A),$then find them, $1)$Rank of the matrix $B$ $2)$Rank of the marix $adj(B)$
Given that a matrix $[A]_{4\times4},$any one row/column is dependent on the others, and given matrix are singular matrix$(|A|=0)$.And another matrix $B=adj(A),$then find ...
2 votes
17
complete lattice and bounded lattice
Prove that every complete lattice is bounded lattice but not vice-versa .
Prove that every complete lattice is bounded lattice but not vice-versa .
4 votes
18
stack underflow
A stack of size (1 to N) and the initial position of top pointer is 0. get(i,S) is aroutine to get ith element from stack 'S' with respect to top. then,what is the underflow condition on stack to perform get() operation? $A) top-i<N$ $B) top-i+1<=N$ $C) top-i<=0$ $D) top-i+1<=0$
A stack of size (1 to N) and the initial position of top pointer is 0.get(i,S) is aroutine to get ith element from stack 'S' with respect to top.then,what is the underflo...
6 votes
19
BFS Traversal
Maximum number of BFS Traversal Possible on BST of height 3 is ..........
Maximum number of BFS Traversal Possible on BST of height 3 is ..........
1 votes
20
self-doubt
can anyone explain how TLB is organized when it is used as Direct mapped and set-assosiative or suggest any resource to read ? https://gateoverflow.in/1840/gate2006-62-isro2016-50
can anyone explain how TLB is organized when it is used as Direct mapped and set-assosiative or suggest any resource to read ?https://gateoverflow.in/1840/gate2006-62-is...
1 votes
21
Discrete mathematics
1 votes
23
min NAND gate req.
Find how many min NAND gates are required to realize the function : 1- f(A,B,C)=A+BC 2-f(A,B,C,D)=(A'+B')(C+D) please help me with the intuition required?
Find how many min NAND gates are required to realize the function :1- f(A,B,C)=A+BC2-f(A,B,C,D)=(A'+B')(C+D)please help me with the intuition required?
2 votes
26
Gilbert Strang Doubt
Locate the inflection points and region where f(x) is concave up or down f(x)=$-x^3+x^2+x$
Locate the inflection points and region where f(x) is concave up or downf(x)=$-x^3+x^2+x$
3 votes
27
Super Keys
How many Super keys Possible for R(A,B,C,D,E) with 1. {A,BC,DE} as the keys ? 2. {A,BC,CDE} as the keys ?
How many Super keys Possible for R(A,B,C,D,E) with1. {A,BC,DE} as the keys ?2. {A,BC,CDE} as the keys ?
1 votes
28
Tcp AIMD
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