Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版

1. Propositional logic of mathematical logic Chapter 1 unit tests

1、 Which is a proposition in the following statements?

答案: The sun is a planet.

2、 Which is an atomic statement in the following statements?

答案: Zhang San and LiSi are friends.

3、 Suppose P: I’m ChineseQ: I come from Beijing”Unless I am from Beijing, I am not Chinese” is the result of the symbolic statement:

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第1张

4、 Which is a false statement in the following statements?

答案: 2 is a prime number only if USTB is not in Beijing. 

5、 Which is the simplified form of the following combination formulas:Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第2张?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第3张

6、 According to the implication law, which one is  equivalented in the following formulas?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第4张

7、 German Nazi leader goebbels once said that a lie repeated three times becomes a truth.Which law does this violate?

答案: Idempotent law

8、 “Stinky tofu stinks and smells good” is a false statement.Which law does this use?

答案: Law of contradiction

9、 Our cat either sleeps on the balcony or eats meat in the kitchen.I haven’t found it on the balcony yet, so it must be in the kitchen.What is the law of inference used?

答案: Disjunctive syllogism

10、 What is the dual ofDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第5张?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第6张

11、 What is the type of?

答案: Nontautological satisfiable formula

12、 Which one is conjunctive and disjunctive paradigms?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第7张

13、 Which are propositions in the following statements?(multiple choices)

答案: The shot is not a ball. ;
If he doesn’t play, we’ll lose.;
Liu xiang took less than 13 seconds in the 110m hurdles. He is a real athlete.

14、 Which are not compound propositions in the following propositions? Multiple choices

答案: I have classes every day. ;
Are there people on Mars?

15、 Which is a false statement in the following statements?

答案: 2 is a prime number only if USTB is not in Beijing. 

2. Predicate logic of mathematical logic Chapter 2 unit tests

1、 Which one is not a predicate formula?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第8张

2、 In the formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第9张,the free variable is()

答案: y

3、 Which one is wrong?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第10张

4、 Which one is wrong?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第11张

5、 Which one is wrong?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第12张

6、 There is a proposition as follows: any real number x, there will always be real number y, which is less than x. Set: F(x): x is a real number. G(x, y) : x < y What is the symbolic representation of the correctness of the proposition in the scope of predicate logic?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第13张

7、 Which one is the prenex normal form?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第14张

8、 Suppose the individual domain is a set of integers. Which has a true value of 0 in the following formulas? 

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第15张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第16张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第17张

9、 Which is correct in the following formula?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第18张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第19张

10、 Which is not the Negation of formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第20张?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第21张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第22张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第23张

11、 The type of well-formed formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第24张is Tautology

答案: 错误

12、 Set the individual domain {1,2}, the predicate P (1) = 1, P (2) = 0, Q (1) = 0, Q (2) = 1,so the truth-value ofDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第25张is 1.

答案: 正确

13、 The type of formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第26张is Tautology 

答案: 正确

14、 Let the individual domain be A = {a, b}, The formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第27张after eliminating the quantifier should be.

答案: 错误

15、 Determine whether this formula is correct:Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第28张

答案: 错误

16、 Which is not the Negation of formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第20张?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第21张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第22张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第23张

17、 Set the individual domain {1,2}, the predicate P (1) = 1, P (2) = 0, Q (1) = 0, Q (2) = 1,so the truth-value ofDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第25张is 1.

答案: 正确

18、 The type of formulaDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第26张is Tautology 

答案: 正确

3. Set of set theory Chapter 3 unit tests

1、 The cardinal numbers of which set is three?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第35张

2、 What’s wrong?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第36张

3、 Which of the following is wrong ?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第37张

4、 On [1, 100], how many integers can’t be divided by 3 and 5 or 7?

答案: 45

5、 A. B and C are arbitrary sets. What’s right?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第38张

6、 A. B is any set. What’s the error?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第39张

7、 A. B and C are arbitrary sets. What’s right?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第40张

8、 Known Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第41张,what the method of solving the order of the value of Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第42张 and Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第43张?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第44张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第42张

9、 Due to Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第46张,what can be deduced?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第47张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第48张

10、 What laws are used in the following reasoning? Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第49张

答案: Law of identity;
Law of distribution;
Law of zeros

11、 Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第50张

答案: 正确

12、 Suppose a, B and C are any set,Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第51张

答案: 错误

13、 Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第52张

答案: 错误

14、 Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第53张

答案: 正确

15、 Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第54张

答案: 正确

16、 Suppose a, B and C are non null sets,ifDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第55张andDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第56张,thenDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第57张.

答案: 错误

17、 A. B and C are arbitrary sets. What’s right?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第38张

18、 What laws are used in the following reasoning?
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第49张

答案: Law of identity;
Law of distribution;
Law of zeros

19、 Suppose a, B and C are any set,Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第51张

答案: 错误

4.Binary relation of set theory unit test of binary relation

1、 Which of the follwing has the Transitive relationship?

答案: The same year relationship of ancient imperial examination

2、 Which of the following is equivalent?

答案: Logical equivalence of propositional formula

3、 A. B, C and D are arbitrary sets. What’s right?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第61张

4、 What’s right?

答案: The poset of a finite set must have the Maximal element

5、 R is a binary relationship, and Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第62张, which of the following is not necessarily transitive?

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第63张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第64张;
Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第65张

6、 There are 255 binary relations on a = {1, 2, 3, 4, 5}

答案: 错误

7、 A = {a, b}, R is the relationship on A, r = {< a, a >, < b, b >}, then R is not transitive.

答案: 错误

5. Functions of set theory functional unit test

1、 Considering the functionDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第66张 on the real number set, the analytic expression of Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第67张is

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第68张

2、 Which of the following relationships can form a function?

答案: f={<x, y>| x,y∈N, and Y is the number of prime numbers less than x}

3、 Which of the following functions has an inverse function?

答案: f:N->N, f(x)=x

4、 Suppose A and B are finite sets,|A|=n,|B|=m,and n,m>0,then Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第69张

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第70张

5、 Which of the following statement is correct ()

答案: A and B are two equal sets. The function from A to B is unijection only if it is a hyperjection.;
The inverse relations of functions are not always functions.;
Only bijective function is invertible, and its inverse function is bijective.

6、 The number of elements in set A is n, and the number of elements in set B is m. The different surjections from set A to set B are equal to the number of m-containing elements in set A of n elements.

答案: 正确

7、 The number of elements of set a is n, and the number of elements of set B is m. There are m*n kinds of different bijections from set a to set B.

答案: 错误

8、 Considering the functionDiscrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第66张 on the real number set, the analytic expression of Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第67张is

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第68张

9、 Suppose A and B are finite sets,|A|=n,|B|=m,and n,m>0,then Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第69张

答案: Discrete Mathematics(University of Science and Technology Beijing) 中国大学MOOC答案2024版100分完整版第70张

7.Algebraic system of algebraic structure unit test of algebra system

1、 Let G be a non-zero real number set R * for the algebraic system composed of ordinary multiplication, which of the following functions is the endomorphism of G?

答案: f(x) = |x|

2、 Which of the following is not a binary operation on the integer set Z?

答案: division

3、 On the natural number set N, which of the following operations can be combined?

答案: a*b=max{a,b}


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