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Week 10 Review

Quiz by Andrew Silveira

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13 questions
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  • Q1
    Which of the following is true about a Venn diagram?
    It is used to show relationships between sets
    It is used to calculate chemical reactions
    It is used to solve calculus problems
    It is used to represent the solar system
    30s
  • Q2
    If Set A and Set B in a Venn diagram have no overlapping region, what does it indicate?
    Set A is a subset of Set B
    Set A contains all elements of Set B
    Set A and Set B have no common elements
    Set A and Set B are equal
    30s
  • Q3
    What does the intersection of two sets represent in a Venn diagram?
    The elements that are common to both sets
    The elements that are unique to one set only
    The elements that are not part of any set
    The elements that are in completely separate sets
    30s
  • Q4
    In a Venn diagram, set A contains 15 students, set B contains 18 students, and 7 students are in both sets A and B. What is the probability that a randomly selected student is only in set A?
    \frac{7}{30}
    \frac{11}{25}
    \frac{15}{33}
    \frac{8}{26}
    30s
  • Q5
    In a Venn diagram, set X contains 12 students, set Y contains 16 students, and 5 students are in both sets X and Y. What is the probability that a randomly selected student is in either set X or set Y?
    \frac{23}{23}
    \frac{12}{18}
    \frac{5}{21}
    \frac{16}{28}
    30s
  • Q6
    In a Venn diagram, set P contains 20 students, set Q contains 14 students, and 6 students are in both sets P and Q. What is the probability that a randomly selected student is in only set Q?
    \frac{14}{34}
    \frac{12}{30}
    \frac{8}{28}
    \frac{6}{24}
    30s
  • Q7
    In a Venn diagram, set A contains 14 students, set B contains 11 students, and 3 students are in both sets A and B. What is the probability that a randomly selected student is in only set B if there are 20 students in total?
    \frac{8}{20}
    \frac{14}{25}
    \frac{11}{20}
    \frac{3}{17}
    30s
  • Q8
    In a Venn diagram, set M contains 10 students, set N contains 12 students, and 4 students are in both sets M and N. What is the probability that a randomly selected student is in neither set M nor set N if there are 20 students in total?
    \frac{6}{24}
    \frac{4}{22}
    \frac{2}{20}
    \frac{8}{26}
    30s
  • Q9
    In a two-way table, what is typically shown in the rows and columns?
    Fractions and decimals
    Numerical data
    Equations and inequalities
    Categories of two different variables
    30s
  • Q10
    When constructing a tree diagram, what do the branches of the tree typically represent?
    The final outcome only
    The number of branches
    The starting point of the diagram
    Possible choices or outcomes at each stage
    30s
  • Q11
    What is the purpose of a tree diagram?
    To compare two unrelated events
    To calculate area and perimeter
    To solve algebraic equations
    To visually represent all possible outcomes of an event
    30s
  • Q12
    In a tree diagram, if you flip a coin and then roll a die, how many total outcomes are there?
    10
    6
    12
    8
    30s
  • Q13
    If you roll a fair six-sided die and then flip a coin, how many branches will the tree diagram have at the second level?
    8
    2
    12
    6
    30s

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