solutions Scored A+.
workbook 1.1 - Answer
match each term with the correct definition - Answer set:
a collection of objects
element:
a member of a set
subset:
a collection of objects that belong to another set
universal set:
the set of all elements considered in a particular context
empty set:
a set that contains no elements
if a set A = {1, 3, 5, 7...} then match each set of numbers with the term that best describes its
relationship to A - Answer subset:
{7, 9, 11}
element:
3
empty set:
{}
,universal set:
{. . . , -3, -1, 1,3, . . .}
if X is the set of positive integers what could the universal set be - Answer the set of all real numbers
if A is the set of all positive even numbers which sets are subsets of A - Answer {2, 6, 12}
{2, 4, 6...}
{}
workbook 1.2 - Answer
if Y = {5, 10, 15, 20, 25} which sets represent proper subsets - Answer {5, 15}
{10}
which sets are proper subsets of the set of positive integers - Answer the set of positive odd integers
{}
{8, 10, 120}
checkpoint: sets - Answer
which set is a proper subset of the counting numbers - Answer {5}
I is the set of even integers, which set is a proper subset of I - Answer { }
if set X = {1, 2, 3, 4, 5} which set is a subset of set X - Answer {2, 4}
, consider the sets A = {1, 3, 5, 7} and B = {11, 13, 15, 21} which set represents a universal set - Answer
odd integers
if X = {. . . , 1, 2, 3} then which set is a proper subset of X - Answer {-8, -10, -13}
set A contains at least one element, which sets are proper subsets of set A - Answer 0 of 1
a set that contains exactly the same elements as set A
a set that contains only some of the elements from set A
a set that contains elements not in set A and elements in set A
0.25 of 1
a set that contains no elements
a set that contains elements not in set A
0.75 of 1
a set that contains no elements
a set that contains elements not in set A and elements in set A
a set that contains only some of the elements from set A
which sets are subsets of the set of negative integers - Answer the set of odd negative integers
{-5, -15, -27}
{. . . , -3, -1}