Roster notation ExercisesExercises π
嚜激xercises
3
SEE EXAMPLE
p. 9
1
SEE EXAMPLE
p. 6
See
p. 8
Example
1-1
?
x
KEYWORD: MB7 1-1
KEYWORD: MB7 Parent
?
1 (n - n) and n ﹋ )?; words
+_
8. ?x | x =1PRACTICE
?
GUIDED
2
?
?
9. Vocabulary Braces, { set-builder
notation
1.
}, are used in
? . (interval notation or roster notation)
???
? { ? ? ? { ?
? the given numbers
? from least to greatest. Then classify each number by the
Order
10. ?0,
5, 10, 15, 20,...?; words
11. integers from -5 to 5; roster notation
? of1-1
?
subsets
the real numbers
to which it belongs.
Exercises
Sndependent
E E E X A M Practice
PLE 2
12每14
1
S E15每17
E E X A M P L2E
18每21
3
p. 9
x
Rewrite each set in the indicated notation.
?
For
Exercises
?x ??
100 , -6.897, ﹟#
3 , 4.?
1 , ﹟#
2. 3 ﹟#
2 , ﹟#
7 , 5.125, 4_
6
3. -_
4, _
6
4
5
8
PRACTICE AND PROBLEM SOLVING
?
羽 , - ﹟KEYWORD:
1
_
#
4. ﹟#
5, _
3 , 1.3,MB7
-11-1
2
3
?
KEYWORD: MB7 Parent
Order
the given
numbers
from least
to greatest.
Then classify each number by the
Use
interval
notation
toGUIDED
represent
each
set of numbers.
PRACTICE
subsets
of
the
real
numbers
to
which
it
belongs.
the
set in{ the
indicated
notations.
cannot
be
plete
-10 < x ≒
10table by1. writing
6.eachBraces,
7. notation
1 ≒Ifxa 30
Vocabulary
}, are used
? . (interval
or20
roster
﹟#
?? 7
2? in ???
4 , -0.75 state
1 , -2,
_
_
??
x
x ??
in?
this
in
your
﹟5
#answer.
#, 2羽, -1, 5.12, -_
#, -notation,
12.written
2.33, 5.
5,a2given
13. ?x
-﹟
2
,_
, -1.
25 14. - ﹟9
from least3to greatest. Then classify each number by the 2
S E E E X A M P L E 1 5 Order the given numbers
2
of thenotation.
real numbers to which it belongs.
p.in
6 the subsets
Rewrite each set
indicated
MB7 1-1
Words
Roster Notation
Interval Notation KEYWORD:
Set-Builder
Notation
?
?
100 , -6.897, ﹟#
3 set
羽 , - ﹟#
1 , ﹟#
1
Use?interval notation to2.represent
each
3 ﹟#
2 , ﹟#
7 , 5.125,
4_
, 4.6 of numbers.
3. -_
4, _
6 4. ﹟#
5, _
3 , 1.3, -1_
?
1 (n - n) and n ﹋ ) ; words
4
5
8
2
3
_
x
|
x
=1
+
8.
?
?
?
{
-2,
-4,
-6,
-8,
...
}
?
?
26.
15. x ≧ 5
16. -15 < x < 0
17.
MB7 Parent
? to represent each set of numbers. ?KEYWORD:
? S E E E X A M P2L E 2 Use interval notation
{ ? ? ? { ?
9.27.
set-builder ?notation
?
[-4, 8)
?
p. 8
5. -10 < x ≒ 10
6.
7. 1 ≒ x < 20 or x > 30
GUIDED
PRACTICE
? {
? set
? in
? the
{ indicated
?
Rewrite
each
notation.
?x ?? x
?
x
?
Even numbers ?
?Vocabulary
? -5or
?
1.28.
Braces,
{
}
, are used? in ?11.
. (interval
notation
roster
notation)
10.
0,
5,
10,
15,
20,...
;
words
integers
from
to
5;
roster
notation
?
?
each set in the indicated
S Ebetween
E E3X] Aor
M P(L5,
E 11
3and
???19.notation.
27
39
18. (-﹢,
]; Rewrite
words
positive multiples of 11; roster notation
Exercises
3
Extra Practice
Skills Practice p. S4
Application Practice p. S32
?
p. 9
?
?
?
1 (n - n) and n ﹋ ) ; words
x | x =1
+_
8. ?from
?
Order
least
to?greatest. Then
classify
?
? each number{ xby| 0the
< x < 1}
20.29. the given numbers
2words
?
?
subsets
it belongs.
{ of
?the
? real
? numbers
set-builder notation
? ? 9. ? ?to which
{
p. 6
PRACTICE
AND
?
? { ? ? ? { ?SOLVING
?
? ﹟#2 , ﹟#7 , 5.125,
?PROBLEM
100
3 , 4.
羽 , - ﹟#
1 , ﹟#
1
_
_
??
? , -6.897, ﹟#
#
2.Express
3
4
6
3.
,_
4. ﹟
5, _
, 1.3notation
, -1_
21.
-5,
-3,
-1
;
set-builder
notation
?-9,
?
10.
0,
5,
10,
15,
20,...
;
words
11.6set-builder
integers
from
-5
to by
5; 3
roster
Order
the -7,
given
numbers
from
least
to
greatest.
Then4classify
each
number
the
ndependent Practice
?
?
each set of 5
numbers using interval
notation
and
notation.
4
8
2
3
?
? of the real numbers
? ? to which it belongs.
For
See
subsets
30.
31.
Exercises Example
﹟#
interval
set
of numbers.
Chemistry
Use
the4table
for
22每25.
??? ? ? ? ? ? { ?? _
S E E E X A M P L E 2 Use
? notation
2 Elements
n ?
{ ?
1 , -2,
?
?to
?represent
{ Exercises
? n each
_
PROBLEM
SOLVING
from
Periodic
Table
#
12. 2.33, 5.5, 2 ﹟#
5 , -_
,PRACTICE
-0.75
13. AND
- ﹟#
2 , _, {
-1.
25 14.
- ﹟the
9 , 2羽,
-1, 5.12
, -7
12每14
1
5
2
2
3
p. 8
Order
the
given
numbers
from
least
to
greatest.
Then
classify
each
number
by
the
Independent
Practice
5.
-10
<
x
≒
10
6.
7.
1
≒
x
<
20
or
x
>
22.
Order
the
given
elements
from
least
to
32. x ≒ 2 or 3 < x < 5
33. numbers between 1 and 10
15每17
2
? 30
For
See
Atomic
Mass MB7 1-1
Ionic
?x
??
x
subsets
of
the
real
numbers
to
which
it
belongs.
?
x
KEYWORD:
greatest
atomic
Exercisesnotation
Example mass.
?Use34.
interval
represent
18每21
3
﹟#
??
?? 7
? each
2x ≒ 10
numbers
moreto
than
2 units
from
8 of numbers.
35.1 ,x-2,
≧ -5﹟and
4set
Element
Charge
#
12. 2.33, 5.5, 2 ﹟#
5 , -_
, -0.75 13. _
2 , _, -1.25(amu)
14. - ﹟#
9 , 2羽, -1,
5.12, -_
12每14
1
5
2
3
Rewrite
each
set2 inofthe
S E E E X A M P L E 3
?15.
23. xWhich
subset
theindicated
real numbers
best
≧ 515每17
16.notation.
-15
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