- Arts & Culture 6394
- Books in Foreign Languages 148
- Business & Economics 4475
- Computers 2201
- Dictionaries & Encyclopedias 634
- Education & Science 97376
- Abstracts 1172
- Astrology 12
- Astronomy 13
- Biology 32
- Chemistry 5288
- Coursework 4140
- Culture 30
- Diplomas 2512
- Drawings 1480
- Ecology 29
- Economy 342
- English 1173
- Entomology 2
- Ethics, Aesthetics 23
- For Education Students 26064
- Foreign Languages 117
- Geography 19
- Geology 17
- History 313
- Maps & Atlases 36
- Mathematics 14523
- Musical Literature 7
- Pedagogics 232
- Philosophy 190
- Physics 15878
- Political Science 126
- Practical Work 135
- Psychology 468
- Religion 44
- Russian and culture of speech 101
- School Textbooks 69
- Sexology 68
- Sociology 48
- Summaries, Cribs 723
- Tests 20915
- Textbooks for Colleges and Universities 211
- Theses 188
- To Help Graduate Students 23
- To Help the Entrant 114
- Vetting 426
- Works 58
- Информатика 15
- Engineering 3356
- Esoteric 950
- Fiction 3298
- For Children 383
- House, Family & Entertainment 2506
- Law 2811
- Medicine 1155
- Newspapers & Magazines 344
- Security 274
- Sport, Tourism 1000
- Website Promotion 654
Discrete Mathematics. Test. (63 Issues).
Refunds: 0
Uploaded: 28.08.2014
Content: 40828165619933.rar 69 kB
Seller

Seller will give you a gift certificate in the amount of
Product description
The list of questions:
"If M ~ N, the N ~ M» - the property equivalent to the set, which is called:
"If M ~ N, and N ~ P, then M ~ P" - the property equivalent to the set, which is called:
Will Let V any subset of a set?
Restore the original message, if received = 1001011
Restore the original message, if received = 1010101010100
Restore the original message, if received = 1011101
Restore the original message, if received = 11011100110
Graf, any two vertices can be connected by a chain, called:
Graphs, between the peaks where you can establish a one-to-one correspondence is called:
The route is grafa-:
To prove that the sets A and B need to install:
If M = N and P (X) - a statement about the set, then P (M) is true if and only if
If the set A = {a, b, c}, then the set {{a, b}, {b, c}, {c, a}, {a}} called
A closed path is called:
Which of the following statements is written wrong?
Can a finite set A contain a proper subset of the equivalent of the entire set of A?
Is it possible in any infinite set contains a countable subset?
Is it possible to assign a one or a zero, respectively universal and the empty set, based on the properties of operations on
sets?
Drinking «x - familiar with y» is:
Drinking «x - winner y» is:
The ratio "to be like" is:
The ratio to be "relative" is:
The ratio of x <y <z is:
The ratio of x> y> z is:
Mapping of X into Y, when taken for each element of Y there is at most one preimage is called:
Mapping of X into Y, when taken for each element of the inverse image of Y is called:
According to a communication channel to be transmitted the word 100100100. To transfer using Hamming code. Specify the correct filling of control
categories:
According to a communication channel to be transmitted the word 101111011. To transfer using Hamming code. Specify the correct filling of control
categories:
According to the communication channel received code word 010011100101. To send used Hamming code. Specify in which discharge mistake
in data transmission:
According to the communication channel received codeword 1001001. To send used Hamming code. Specify in which discharge a mistake when
data transmission:
Build method of Hamming code word for message = 10101011
Build method of Hamming code word for message 111001111 =
Why does the set of real numbers and the set of natural numbers are not similar?
A simple circuit containing all edges of the graph, called:
The set of all subsets of A is:
Are the laws of distributive Boolean algebra and set theory?
Are the laws of idempotent Boolean algebra and set theory?
Indicate which of the following equation holds:
The chain, which passes through the arc of the graph once called:
Elementary circuit passing through all vertices, called:
Feedback
0