
Real Number System Review
Presentation
•
Mathematics
•
6th - 9th Grade
•
Medium
+5
Standards-aligned
Rosemary Iannazzi
Used 12+ times
FREE Resource
6 Slides • 33 Questions
1
The Real Number System
Real Numbers include both
rational and
irrational numbers
Rational Numbers include:
Natural, Whole, Integers, Fractions, Repeating and Terminating Decimals
Irrational numbers are those numbers that cannot be represented as a fraction or repeating or terminating decimal
pi
square root of any non-perfect square
2
Multiple Select
20
Be sure to choose all classiications...
irrational
rational
integer
whole number
real number
3
Multiple Select
π
Be sure to choose all that apply.
irrational
real
integer
whole number
natural number
4
Multiple Select
31
Be sure to choose all that apply...
irrational
rational
integer
real number
natural number
5
Multiple Select
irrational
rational
integer
whole number
real number
6
Multiple Select
25
Be sure to choose all that apply...
irrational
rational
integer
whole number
natural number
7
Multiple Select
0
Be sure to choose all that apply...
irrational
rational
integer
whole number
natural number
8
Multiple Select
Check all subsets that -7 belongs to.
Irrational
Rational
Integers
Whole
Natural
9
Multiple Select
Square roots of perfect squares are always _____ numbers.
irrational
rational
10
Multiple Choice
16 is included in the set of _______ because it simplifies to 4.
irrational numbers
natural numbers
11
Multiple Choice
-1.4 is not included in the set of ______ because it has a decimal (or fractional) part.
rational numbers
integers
real numbers
12
Converting Fractions, Decimals and Percents
Convert fraction to decimal - divide numerator by denominator
Convert decimal to percent - move decimal 2 places to the right
Convert fraction to percent -
convert the fraction to a decimal
convert the decimal to a percent
Convert decimal to fraction
if non-repeating decimal
make the numerator a whole number
make the denominator 10, 100, 1000, etc.
if repeating decimal
make the numerator the repeating decimal
make the denomiaotor 9, 99, 999, etc.
13
Multiple Choice
Write 33% as a fraction in simplest form.
33/100
16/50
17/50
3/10
14
Multiple Choice
Write 2% as a fraction in simplest form.
2/100
1/50
1/5
2/10
15
Multiple Choice
Write 2/5 as a percent.
25%
20%
40%
5%
16
Multiple Choice
Convert to a decimal:
5/6
0.83
1.2
0.83 repeating
.56 repeating
17
Multiple Choice
Convert to a percent:
0.35
35/100
0.035%
35%
.35%
18
Multiple Choice
Change to a fraction
0.018
18/1000
9/500
4/250
18/100
19
Multiple Choice
Convert to a decimal
2/11
0.18 repeating
.211
.11
.18
20
Powers & Exponents
A power consists of a base and an exponent
21
Multiple Choice
22
Multiple Choice
Evaluate: 73
21
343
7 x 7 x 7
7 x 3
23
Multiple Choice
Write in exponential form: 3 x 3 x 3 x 3
3 x 4
34
81
32
24
Multiple Choice
Write the product as a power:
9 x 9 x 9
25
Multiple Select
Select ALL of the following that are equivalent to 5×5×5
five cubed
five squared
53
35
125
26
Estimating Square Roots
27
Multiple Choice
28
Multiple Choice
Estimate the square root to the nearest tenth
8.3
8.9
9.3
10.3
29
Multiple Choice
Estimate the square root to the nearest tenth
3.2
2.9
3.8
4.2
30
Comparing & Ordering Real Numbers
Convert square roots and fractions to decimals
Order the decimals in ascending or descending order
Make sure to write the order using the original form of ratinal numbers
31
Multiple Choice
Put the following numbers in order from
least to greatest.
2/5, 25/10, -250
2/5, 25/10, -250
-250, 25/10, 2/5
25/10, 2/5, -250
-250, 2/5, 25/10
32
Multiple Choice
33
Multiple Choice
Order from least to greatest.
√45, 9, 6, √63
6, √45, √63, 9
6, √45, 9, √63
√45, √63, 6, 9
34
Scientific Notation
Makes large and small numbers easier to understand
positive exponent - large numbers
negative exponent - small numbers
Only one number to the left side of the decimal
Exponent is the number of times the decimal is moved
35
Multiple Choice
36
Multiple Choice
37
Multiple Choice
38
Multiple Choice
39
Multiple Choice
The Real Number System
Real Numbers include both
rational and
irrational numbers
Rational Numbers include:
Natural, Whole, Integers, Fractions, Repeating and Terminating Decimals
Irrational numbers are those numbers that cannot be represented as a fraction or repeating or terminating decimal
pi
square root of any non-perfect square
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