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Data Science Math Skill By Coursera All Quiz Answers

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Data Science Math Skill By Coursera All Quiz Answers pdf. You will get All 4 week Answer. Total 120 Mcq Question With Answers 5/25/2020 Practice quiz on Sets | Coursera Practice quiz on Sets TOTAL POINTS 3 1. Let A = {1, 3, 5}. Is the following statement: 3 ∈ A. True or false? 1 / 1 point...

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,5/25/2020 Practice quiz on Sets | Coursera




Practice quiz on Sets
TOTAL POINTS 3
1.
Let A = {1, 3, 5}. Is the following statement: 3 ∈ A. True or false? point


True

False



Correct
The symbol ∈ stands for “is an element of” and it is true that 3 is an element of A. The other two elements of A are 1 and 5.

2.
Let E = {−1, −2, −3}. Compute the cardinality ∣E∣ of E: point



−3

E

0

3


Correct

Recall that the cardinality of a set is the number of elements in it.
Since E has three elements (which are −1, −2, −3), the cardinality of
E is ∣E∣ = 3.




3. Let A = {1, 3, 5} and B = {3, 5, 10, 11, 14}.


Which of the following sets is equal to the intersection A ∩ B?

{3, 5}
https://www.coursera.org/learn/datasciencemathskills/quiz/NYrPt/practice-quiz-on-sets/attempt?redirectToCover=true 1/2

,5/25/2020 Practice quiz on Sets | Coursera

{3}

{1, 3, 5}

{3, 5, 10}


Correct

The intersection of two sets consists precisely of the elements they
share in common. The elements 3 and 5 are in both A and B.




https://www.coursera.org/learn/datasciencemathskills/quiz/NYrPt/practice-quiz-on-sets/attempt?redirectToCover=true 2/2

,5/25/2020 Practice quiz on the Number Line, including Inequalities | Coursera




Practice quiz on the Number Line,
including Inequalities
TOTAL POINTS 8



1. Which of the following real numbers is not an integer? point


−3

7
0

4.3



Correct

4.3 is a decimal that is between two consecutive integers (4 and 5).
2.
Which of the following is the absolute value ∣ − 7∣ of the number −7?

1
point
−7

7

0


Correct
The absolute value of a number x is the distance along the number line from x to 0. In
this case, −7 is 7 units away from 0, and so ∣ − 7∣=7.




3. Suppose I tell you that x and y are two real numbers which make the statement x
< y true. Which pair of numbers cannot be values for x and y?



point

https://www.coursera.org/learn/datasciencemathskills/quiz/qS2R7/practice-quiz-on-the-number-line-including-inequalities/attempt?redirectToCover=true 1/4

,5/25/2020 Practice quiz on the Number Line, including Inequalities | Coursera

x = −1 and y = 0

x = 5 and y = 3.3

x = 1 and y = 7.3

x = −17.3 and y = −17.1


Correct

The statement x < y means that x is to the left of y on the real number
line. Since 5 is to the right of 3.3, these cannot be values for x and y.



4. Suppose I tell you thatw is a real number which makes both of the following point

statements true: w >1 and w < 1.2. Which of the following numbers could be w?

w = 1.05

w = 11

w = 1.2

w=0


Correct

1.05 > 1 is true since 1.05 is to the right of 1 on the real number line,
and 1.05 < 1.2 is also true, since 1.05 is to the left of 1.2 on the real
number line.




5. Suppose that x and y are two real numbers which satisfy x+ 3 = 4y + 1. Which point
of the following statements are false?



2x + 6 = 8y + 2

x = 4y −2

https://www.coursera.org/learn/datasciencemathskills/quiz/qS2R7/practice-quiz-on-the-number-line-including-inequalities/attempt?redirectToCover=true 2/4

, 5/25/2020 Practice quiz on the Number Line, including Inequalities | Coursera

x + 2 = 4y

x = 4y


Correct

The equation x = 4y cannot be derived from the given equation.



6.
Which of the following real numbers is in the open interval (2, 3)? point



3

2.1

2

1


Correct

Recall that the open interval (2,
3) consists of all real numbers xwhich
satisfy 2 < x < 3. Since 2.1 > 2 and 2.1 < 3, the number 2.1 is in this
open interval.



7.
Which of the following real numbers are in the open ray (3.1, ∞)? point



0

3.1

4.75

−5


Correct
Recall that (3.1, ∞) = {x ∈ R| x > 3.1}. Since 4.75 > 3.1 is true,
4.75 ∈ (3.1, ∞).




https://www.coursera.org/learn/datasciencemathskills/quiz/qS2R7/practice-quiz-on-the-number-line-including-inequalities/attempt?redirectToCover=true 3/4

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