Recent questions without answers

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i have done it like this... p = 1-( (2C2 * 8C2) / 10C4) is this wrong ???
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If suppose we take 3 vertices of a graph to check if it satisfies distributive property atleast one vertice of that graph has unique compliment then it will ... property is this assumption correct ? if not can i have an counter example
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Consider the following schedule for transaction T1 , T2 and T3.R1(X),R2(Y),R3(Y),W1(X),W3(X),R2(Z),W1(X)Also assume that the time-stamp for ... write.D The schedule is allowed under both basic time-stamp protocol as well as Thomas write.
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a(r) = a(r-1) + 3 it is non homogeneous linear reccurence relation right because of 3 if we remove 3 then it become homogeneous
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To find cycle in an undirected graph which is more efficient union find or BFS ? and why
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A chain letter starts when a person sends a letter to five others.Each person who receives the letter either sends it to five other people who have never received ... .How many people receive the letter, and how many do not send it out?
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complete m arry tree is full m arry tree and vice versais it true?
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from where to learn these concepts any channel on youtube and which one to learn first generating function or reccurrence ??
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Find the crossing numbers of each of these nonplanar graphs. a) K5 b) K6 c) K7 d) K3,4 e) K4,4 f) K5,5 is there any short approach present
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Create table Student(Rno numeric, Name varchar(20),Marks numeric, Course varchar(30));In order to ensure that the value of Marks should not exceed 100, which of the ... type system. Alter(Marks>=100) Alter(Marks<100)why not the option A???
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R = { (1,2 ) } is antisymmetric right
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Given a relation R{A, B, C, D, E, H} and having the following functional dependencies :{A → BC, CD → E, E → C, D → AEH, ABH → BD, DH → BC}The number of candidate keys for relation R is ________.
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Minimum relations to decompose into BCNF and 4NF.List only relation names with attributes and total number of relations
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Is it viable possibility that L and L complement can both be CFL but not Regular?
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how to make cases in permutation in non increasing order, so that all cases will be covered example 4 , 1 ,1 ,1 ,1 ,1 ,1 ,13 ,2 , 1 ,1 ,1 ,1 ,1 ,12 , 2 ,2 ,1 ,1 ,1 ,1 ,1 if i have 7 , 1 , 1 ( how to make cases for this )
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What is the output of following program?main ( ){union a { int i; char ch[z]; }union a,u;u∙i=256 printf (%d%d%d,u∙i,u∙ch[0],u∙ch[1] ); } 255 1 0 256 0 ... 256 1 0 255 0 1How are they deciding u.ch[0] = 0 or u.ch[1] =1 ????
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What does the following algorithm approximate? (Assume m>1,ϵ>0m>1,ϵ>0).x = m; y = 1; While (x-y > ϵ) { x = (x+y)/2; y = m/x; } print(x);logmm2m1/2m1/3Can i get a reason of why it cannot be log m ?when finding by substituting values
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main { int i; printf ( Hellow \n ); For(i=1; j<=10; i++) main ( );}What is the o/p of the following program?Hellow 10 time Endless execution ... be option 2. but given key is 2 only .Are they ignoring 'j' or is it typing mistake?
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When the write through mechanism is implemented with simultaneous access,why write hit =1 andTavg (write) = word updating time i.e max(Tc, Tm)?? I am getting confused.. Any help would be appreciated
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Consider three IP networks A,BA,B and CC. Host HAHA in network AA sends messages each containing 180 bytes of application data to a host HCHC in network CC. The TCP layer ... but from A to B it is 512kbps and from B to C it is 1Mbps ?
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"if an algorithm has stack property then it never falls into Beladys Anomaly"Is their any simple proof to this? Also I wanna know if it's one way or two way implication. Thanks.
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Student tableROLLNONAMEMARKS1MARKS21T50302S70993DNULL10NULLNULL78NULLNULLNULLNULLNULLa) select count(MARKS1) from student;b) select count(*) from student;
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I'm getting 3 but the answer given is 4.
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Consider a TCP connection where the last acknowledgement sent by the TCP receiver has the following fields: ACK=21000, WIN=4000, Which of the following ... number=21500a) Sender can transmit a 3000 byte segment with sequence number=23000
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True or False:A relation is not in 2NF if Candidate keys are determining non prime attributes.