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Slide 1 / 183
Decimals
Slide 2 / 183
Define & Review Vocabulary
Identify Place Values
Read and Write Decimals
Compare & Order Decimals
Round Numbers to Designated Place Values
Relate Fractions, Decimals & Percents
Decimal Operations
Real Life Applications
Table of Contents
Slide 4 / 183
A Decimal Number (based on the number 10) contains
a Decimal Point.
Move me to find out!
What is a decimal number?
Slide 5 / 183
What is the value of a yellow rod?
Blue Block
Red Block
How many yellow rods are needed to fill the blue block?
Yellow Rod
How many red blocks are needed to fill the blue block?(Hint: Fill a yellow rod with red blocks)
What is the value of a red block?
One Unit
Slide 7 / 183
...........
PU
LLN
OT
E:
CA
N B
ES
TU
DE
N
Place Value Chart
million
hundred thousandten thousand
thousand
hundred
ten
one
and
tenth
hundredth
thousandthten thousandth
Slide 8 / 183
Remember the place values after the decimal point start with tenths
mill
ion
hund
red
thou
sand
ten
thou
sand
thou
sand
hund
red
ten
one
and
tent
h
hund
redt
h
thou
sand
thte
n th
ousa
ndth
9, 8 7 5, 6 1 0 . 4 7 9 4
This number is read:
Nine million, eight hundred seventy-five thousand, six hundred ten AND four thousand, seven hundred ninety-four ten thousandths
Slide 9 / 183
1
A 7
What digit is in the thousandths place?
4,567,098.2318
B 1
C 3
D 8
Slide 10 / 183
2 What digit is in the hundreds place?
6,789.043
A 7
B 4
C 3
D 0
Slide 11 / 183
3 What digit is in the millionths place? 6,754,123.945678
A 6
B 7
C 8
D 4
Slide 12 / 183
4 What digit is in the tens place?
5,432.981
A 4
B 1
C 9
D 3
Slide 13 / 183
5
A 3
B 4
C 2
D 5
What digit is in the ten thousands place?
543,127.9832
Slide 14 / 183
0 . 0 7
5 4 6 . 2 5 9
8 . 3
0 . 8 9
0 . 0 1 1
2 3 5 4 . 6
9 . 7
Can you read the number?
thou
sand
s
hund
reds
tens
ones
and
tent
hs
hund
redt
hs
thou
sand
ths
Slide 16 / 183
1. Look to see if there is a number to the left of the decimal; if so write it out. If there is no number to the left of the decimal, skip to step 3. 2. Write an and for the decimal point. 3. Write the number in the decimal part. 4. Write the word for the place value of the rightmost digit.
How do you write a decimal in words?
Write 13.24 in words
Thirteen and twenty-four hundredths
Slide 17 / 183
How does a comma help when writing a decimal number?
The place value before the comma is always stated.
For example:
1,547 is writtenOne THOUSAND, five hundred forty-seven
6,547,100 is written6 MILLION, five hundred forty-seven THOUSAND, one hundred
Slide 18 / 183
Write the decimal in words
1) 5.04 Five and four hundredths
2) 146.457 One hundred forty-six and four hundred fifty-seven thousandths
3) .0009 Nine ten-thousandths
4) 6,345.1498 Six thousand, three hundred forty-five and one thousand, four hundred ninety-eight ten thousandths
Slide 19 / 183
Writing a decimal numerically
1. If there is a ths, there will be a decimal
2. If there is an and, there will be a whole number to the left of the decimal
3. Note the ending - this is the place where the decimal number will end
4. Use the decimal chart to help you!
Slide 20 / 183
Use the chart as a guide to write the decimal numbers
1. four hundred nineteen and five hundredths
2. sixty-five and nine thousandths
3. seven thousand, four hundred thirty-three and twenty hundredths
4. six thousand and eight tenths
thou
sand
s
hund
reds
tens
ones
and
tent
hs
hund
redt
hs
thou
sand
ths
Slide 22 / 183
Comparing Decimals
· Line up all of the decimal points· Put zeros in wherever digits are missing· Compare the digits, from left to right· The largest digit, having the same place value, names the largest number
Example:
910.800085.007910.801911.900085.070
What digit tells us this is the largest number?
1
Why isthis the smallest number?
Compare the digits
Slide 23 / 183
Order from least to the greatest
Slide 24 / 183
12.405Order from least to greatest
Slide 25 / 183
6 The number with the least value is:
A 12.001
B 12.011
C 12.0009
D 12.0019
Slide 26 / 183
7 The number with the least value is:
A 0.01
B 0.011
C 0.001
D 0.00101
Slide 27 / 183
8 The number with the greatest value is:
A 2.9
B 2.99
C 2.899
D 2.8999
Slide 28 / 183
9 The number with the greatest value is:
A 597.65
B 598.09
C 598.12
D 597.605
Slide 29 / 183
10 How much money would you like to win?
A 1600.50
B 1599.09
C 1601.01
D 1610.02
Slide 31 / 183
Let's learn how to round decimals using the following examples:
Round 513.287 to the nearest tenths place.
When rounding decimals, put your pencil point under the place value that you are rounding to
DO NOT MOVE IT
513.287
Rounding Decimals
Slide 32 / 183
Look to the right.
Is the digit 5 or more? Yes OR No
What happens to the 2? Increases by 1 OR remains the same
What happens to everything to the left of the tenths place? Those digits always remain the same.
513.287
Put your pencil point under the digit in the tenths place.
Final Answer: 513.3
Slide 33 / 183
What happened to the digits to the right of the tenths place?
Remember, we are rounding.
The place values to the right of the tenths place have zero value, so now the digits 8 and 7 become zeroes.
513.300 = 513.3
Try the next example...
Slide 34 / 183
Round 3.14159265 to the nearest hundredths place.
First, choose the digit that represents the hundredths place.
11 Answer?
A B C
First, put your pencil point under the 4 and look at the digit to the right. Ask yourself: "Is this digit 5 or more?" Since it's a 1, the 4 remains a 4, and everything after it becomes a zero.
3.14000000 = 3.14
D
Choose which letter is under the hundredths place.
3.14159265
Slide 35 / 183
When rounding to a specific place, your answer MUST have a digit in that place.
Example:Round 14.95 to the nearest tenth
Answer: 15.0 There must be a digit in the tenths place, since we were to round to the tenths place.
Try this:Round 345.6982 to the nearest hundredths place
Answer: 345.70
Caution!
Slide 36 / 183
12 Round
9876.543219
to the nearest hundredths
Slide 37 / 183
13 Round
9876.543219
to the nearest hundred
Slide 38 / 183
14 Round
9876.543219
to the nearest tenths
Slide 39 / 183
15 Round
9876.543219
to the nearest thousandths
Slide 40 / 183
16 Round
9876.543219
to the nearest unit
Slide 42 / 183
decimals
fractions
Writing Decimals as Fractions
Slide 43 / 183
Writing decimals as fractions...
Move the decimal part of the original number into the numerator (without the decimal point)
Example 1:
=0.25
Slide 44 / 183
0.25
Example 1:
=
Then count the number of places to the right of the decimal point.
This place value will become your denominator...
25
100
Writing decimals as fractions...
Slide 45 / 183
Finally, simplify the fraction.
Writing decimals as fractions...
Example 1:
0.25 =25
100=
4
1
Slide 46 / 183
Writing decimals as fractions...
Example 2:
=0.032
Move the decimal part of the original number into the numerator (without the decimal point)
Slide 47 / 183
0.032
Example 2:
=
Then count the number of places to the right of the decimal point.
This place value will become your denominator...
32
1,000
Writing decimals as fractions...
Slide 48 / 183
Finally, simplify the fraction.
Writing decimals as fractions...
Example 2:
0.032 =32
1000=
125
4
Slide 49 / 183
If there is a whole part to the original number, move the whole part to front of the fraction.
Writing decimals as fractions...
Example 3:
=4.1
What will the place value be?
Move the decimal part of the original number into the numerator (without the decimal point)
Slide 50 / 183
Can this fraction be reduced?
Writing decimals as fractions...
Example 3:
4.1 =1
104
Slide 51 / 183
Let's review how to write a decimal as a fraction!
· Numerator is decimal part of the original number
· Denominator is place value of rightmost digit
· Simplify the fraction
· Whole numbers are written in front of the fraction
Slide 52 / 183
17 Write the decimal as a fraction or mixed number in simplest form:
0.85
Slide 53 / 183
18 Write the decimal as a fraction or mixed number in simplest form:
4.375
Slide 54 / 183
19 Write the decimal as a fraction or mixed number in simplest form:
1.0025
Slide 55 / 183
20 Write the decimal as a fraction or mixed number in simplest form: 14.12
Slide 56 / 183
21 Write the decimal as a fraction or mixed number in simplest form:
8.002
Slide 57 / 183
Common Equivalents you should know like the back of your hand!
0.25 0.75 0.5 0.2
14
34
12
15
Slide 58 / 183
Some repeating decimals can be converted to fractions. These are common equivalents you should also know!
0.3333... 0.6666... 0.1666... 0.8333...
13
23
16
56
Slide 59 / 183
decimals
fractions
Writing Fractions as Decimals
Slide 60 / 183
The Pit!
Divide the numerator by the denominator...Or kick the numerator into the pit!
Writing fractions as decimals...
Example 1:
7
20=
7
20
Slide 61 / 183
Then do the math
Writing fractions as decimals...
Example 1:
7
20=
7.0020=0.35 0.35
Slide 62 / 183
PULLIt is less work to put the 3 in front of the decimal point.What happens if we change the mixed number to an improper fraction? Do we eventually get the same answer?
The Pit!
Divide the numerator by the denominator...Or kick the numerator into the pit!
Writing fractions as decimals...
Example 2:
5
8=3
5
83
Slide 63 / 183
What happens if you use
Then do the math
Writing fractions as decimals...
Example 2:
0.6255
8=3
5.00083 = 3.625
298
?
Slide 64 / 183
The Pit!
Divide the numerator by the denominator...Or kick the numerator into the pit!
Writing fractions as decimals...
Example 3:
5
6=
5
6
Slide 65 / 183
Then do the math
Writing fractions as decimals...
Example 3:
5
6=
5.00060.833
= 0.83
Slide 66 / 183
Definitions:Repeating decimal: A decimal in which a pattern of one or more digits is repeated indefinitely, such as 0.353535...To show that a decimal is repeating, a bar is often put above the repeating digits: .35 means .353535...A repeating decimal does not end.
Terminating decimal: A decimal that has only a finite number of nonzero digits to the right of the decimal point, such as 0.56
Challenge Create a decimal that is non-terminating
and non-repeating.
Slide 67 / 183
The Pit!
Divide the numerator by the denominator...Or kick the numerator into the pit!
Writing fractions as decimals...
Example 4:
5
3=
5
3
Slide 68 / 183
Then do the math
Writing fractions as decimals...
Example 4:
5
3=
5.00031.666
= 1.6
Repeatingdecimal!
Slide 69 / 183
Then do the math
Writing fractions as decimals...
Example 5:
-74
=-7.004-1.75
= -1.75
Slide 70 / 183
22 Write the fraction as a decimal:
3 10
Slide 71 / 183
23 Write the mixed number as a decimal: 3
4
5
Slide 72 / 183
24 Write the fraction as a decimal:
31 22
Slide 73 / 183
25 Write the fraction as a decimal and round to the nearest hundredth:
37
Slide 74 / 183
26 Write the fraction as a decimal:
-12
5
Slide 75 / 183
1 2
1 3
1 4
0.5 0.3333... 0.25
Common Equivalents you should know like the back of your hand!
Slide 76 / 183
Common Equivalents you should know like the back of your hand!
1 5
2 3
3 4
0.2 0.666... 0.75
Slide 77 / 183
0
deci
mal
s percentsWriting Decimals as Percents
Slide 78 / 183
What does percent mean?
Percent means parts per 100The symbol is %
Example: 50% means 50 per 100
Slide 79 / 183
Multiply by 100 and add the percent symbol.
0.75
Example 1:
=1000.75 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 0.75
Writing decimals as percents...
75%
Slide 80 / 183
Multiply by 100 and add the percent symbol.
0.09
Example 2:
=1000.09 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 0.09
Writing decimals as percents...
9%
Slide 81 / 183
Multiply by 100 and add the percent symbol.
0.007
Example 3:
=1000.007 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 0.007
Writing decimals as percents...
0.7%
Slide 82 / 183
Multiply by 100 and add the percent symbol.
0.4
Example 4:
=1000.4 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 0.4
Writing decimals as percents...
40%
Slide 83 / 183
Multiply by 100 and add the percent symbol.
1.49
Example 5:
=1001.49 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 1.49
Writing decimals as percents...
149%
Slide 84 / 183
Multiply by 100 and add the percent symbol.
8
Example 6:
=1008 =
RememberTo multiply a # by 100, move the decimal two places to the RIGHT. 8
Writing decimals as percents...
800%
Slide 85 / 183
27 Write the decimal as a percent:
0.45
45%
Slide 86 / 183
28 Write the decimal as a percent:
1.3
130%
Slide 87 / 183
29 Write the decimal as a percent:
0.008
.8%
Slide 88 / 183
30 Write the decimal as a percent:
5
500%
Slide 89 / 183
31 Write the decimal as a percent:
.2
20%
Slide 90 / 183
perc
ent
decimal
Writing Percents as Decimals
Slide 91 / 183
Divide by 100 and remove the percent symbol.
28%
Example 1:
=10028% =
RememberTo divide a # by 100, move the decimal two places to the LEFT. 28%
Writing percents as decimals...
0.28
Slide 92 / 183
Divide by 100 and remove the percent symbol.
8%
Example 2:
=1008% =
RememberTo divide a # by 100, move the decimal two places to the LEFT. 8%
Writing percents as decimals...
0.08
Slide 93 / 183
Divide by 100 and remove the percent symbol.
0.4%
Example 3:
=1000.4% =
RememberTo divide a # by 100, move the decimal two places to the LEFT. 0.4%
Writing percents as decimals...
0.004
Slide 94 / 183
Divide by 100 and remove the percent symbol.
375%
Example 4:
=100375% =
RememberTo divide a # by 100, move the decimal two places to the LEFT. 375%
Writing percents as decimals...
3.75
Slide 95 / 183
32 Write the percent as a decimal:
2%
.02
Slide 96 / 183
33 Write the percent as a decimal:
658%
6.58
Slide 97 / 183
34 Write the percent as a decimal:
0.019%
.00019
Slide 98 / 183
.043
35 Write the percent as a decimal:
4.3%
Slide 99 / 183
0.005
36 Write the percent as a decimal:
.5%
Slide 100 / 183
fractions
percents
Writing Fractions as Percents
Slide 101 / 183
Write an equivalent fraction with a denominator of 100.
Example 1:
34
=100
x 34
=100
x25
10075
Writing fractions as percents...
75%
25
Slide 102 / 183
Write an equivalent fraction with a denominator of 100.
Example 2:
45
=100
x 45
=100
x20
10080
Writing fractions as percents...
80%
20
Slide 103 / 183
Write an equivalent fraction with a denominator of 100.
Example3:
94
=100
x 94
=100
x25
100225
Writing fractions as percents...
225%
25
Slide 104 / 183
Write an equivalent fraction with a denominator of 100.
Example 4:
3600
=100
x 3600
=100
x6
1000.5
Writing fractions as percents...
0.5%
6
Slide 105 / 183
37 Write the fraction as a percent:
1920
95%
Slide 106 / 183
38 Write the fraction as a percent:
9 1000
.9%
Slide 107 / 183
39 Write the fraction as a percent:
8 100
8%
Slide 108 / 183
40 Write the fraction as a percent:
5 2
250%
Slide 109 / 183
41 Write the fraction as a percent:
3 500
.6%
Slide 110 / 183
To write any fraction as a percent:
Express the fraction as a decimaland then express the decimal as a percent.
Example 5:
78
0.8757.000
87.5%
80.875 100
Slide 111 / 183
To write any fraction as a percent:
Express the fraction as a decimaland then express the decimal as a percent.
Example 6:
129
1.33312.000
133.3%
91.333 100
Slide 112 / 183
To write any fraction as a percent:
Express the fraction as a decimaland then express the decimal as a percent.
Example 7:
58
0.6255.000
362.5%
83.625 1003 3
Slide 113 / 183
42 Write the fraction as a percent:
58
62.5%
Slide 114 / 183
43 Write the fraction as a percent. Round to the nearest whole percent.
47
57%
Slide 115 / 183
44 Write the fraction as a percent:
3 5
360%
3
Slide 116 / 183
45 Write the fraction as a percent:
2 500
.4%
Slide 117 / 183
46 Write the fraction as a percent:
92
450%
Slide 118 / 183
percents
fractions
Writing Percents as Fractions
Slide 119 / 183
Writing percents as fractions...
Express the % as a fraction with a denominator of 100, then simplify.
Example 1:
75% =75
=100
3
4
Slide 120 / 183
Writing percents as fractions...
Express the % as a fraction with a denominator of 100, then simplify.
Example 2:
120% =120
=100
1
51
Slide 121 / 183
Multiply by 10to get rid of the decimal
Writing percents as fractions...
Express the % as a fraction with a denominator of 100, then simplify.
Example 3:
0.3% =0.3
=100
3
1000
Slide 122 / 183
Multiply by 100to get rid of the decimal
Writing percents as fractions...Express the % as a fraction with a denominator of 100, then simplify.
Example 4:
% = =100
1
42
9
4
100
2.25=
10,000
225=
400
9
Slide 123 / 183
Writing percents as fractions...another wayExpress the % as a fraction with a denominator of 100, then simplify.
Example 4:
Convert the percent to a fraction. Divide the numerator by the denominator (100). Simplify.
Slide 124 / 183
2 5
47 Write the percent as a fraction in simplest form:
40%
Slide 125 / 183
48 Write the percent as a fraction in simplest form:
110%
1110
Slide 126 / 183
49 Write the percent as a fraction in simplest form:
0.5%
1200
Slide 127 / 183
50 Write the percent as a fraction in simplest form:
8%
2 25
Slide 128 / 183
51 Write the percent as a fraction in simplest form:
5 %
4 75
13
Slide 129 / 183
Relate Fractions, Decimals & Percents
...Tying it all together!
Slide 130 / 183
Helping you remember...
Fill in each box below with an example of the process described.
% to a fraction % to a decimal
fraction to a % decimal to a %
Slide 131 / 183
52 Find the lowest value
A 5%
B 1/2
C .5%
D .05
Slide 132 / 183
53 Find the greatest value
A 120%
B 1.02
C .2%
D 1.19
Slide 133 / 183
54 Find the greatest value
A 6%
B .6
C 60
D 6
Slide 134 / 183
55 Find the lowest value
A 2%
B .2
C .02
D .2%
Slide 135 / 183
56 Find the lowest value
A 50%
B 500%
C 50.0
D 50.01
Slide 136 / 183
Reorder the amount starting with the lowest value
Slide 137 / 183
Reorder the amount starting with the lowest value
Slide 138 / 183
Reorder the amount starting with the lowest value
Slide 140 / 183
Add decimals
0.25 0.25 0.25 0.25
Four quarters equal one dollar
= $1.00
Slide 141 / 183
When adding or subtracting decimals, always remember to align the decimals vertically...
0.250.250.250.251.00+
Slide 142 / 183
Now, try this - Don't forget - LINE 'EM UP
0.1 + 1.25 + 0.04 + 1.39
0.101.250.041.39+
2.78
Slide 143 / 183
If you know how to add whole numbers then you can add decimals. Just follow these few steps.
Step 1: Put the numbers in a vertical column, aligning the decimal points.
Step 2: Add each column of digits, starting on the right and working left.
Step 3: Place the decimal point in the answer directly below the decimal points that you lined up in Step 1.
Slide 144 / 183
1.15
57 Add the following:
0.6 + 0.55
A 6.1
B .115
C 1.15
D 0.16
Slide 145 / 183
58 Find the sum
1.025 + 0.03 + 14.0001
15.0551
Slide 146 / 183
59 What is the sum of
12.034 and 0.0104?
A 12.1344
B 12.0444
C 12.138
D 1.20444
B
Slide 147 / 183
20.34
60 Find the sum
8 + 0.04 + 12.3
A 13.14
B 19.34
C 20.34
D 20.14
Slide 148 / 183
61 Find the sum:
5 + 100.14 + 57.89 + 2.3
Slide 149 / 183
Let's go to Cool Math and practice addition:
Cool Math Link
Slide 150 / 183
Put the numbers in a vertical column aligning the decimal points.
1.1- 0.3
Subtract the numbers from right to left using the same rules as whole numbers.
1.1- 0.3
0.8
Subtract decimals
10
Slide 151 / 183
What do we do if there aren't enough decimal places when we subtract?
4.3 - 2.05
Don't forget...Line 'em Up!
4.32.05
What goes here?
4.302.05
2.25
2
Slide 152 / 183
Cool Math Link
Let's go to Cool Math and practice subtraction:
Slide 153 / 183
625 - 0.23
Slide 154 / 183
6312.809 - 4
Slide 155 / 183
641897.11 - 0.647
Slide 156 / 183
654.1 - 0.09
Slide 157 / 183
6617 - 13.008
Slide 158 / 183
Multiply & Divide Decimals
To multiply two decimals:
· Ignore the decimal points
· Multiply the numbers
· Count the total number of digits to the right of the decimal points
· Put that many digits to the right of the decimal point in your answer
Slide 159 / 183
Multiply & Divide Decimals
3.21x .04
.1284
There are a total of four digits to the right of the decimal points.
There must be four digits to the right of the decimal point in the answer.
}
Slide 160 / 183
23.2x 4.04
928
93.728
There are a total of three digits to the right of the decimal points.
There must be three digits to the right of the decimal point in the answer.
} 92800
Slide 161 / 183
67 Multiply 0.4 x 0.03
Slide 162 / 183
68 Multiply 3.45 x 2.1
Slide 163 / 183
69 Multiply 53 x 0.08
Slide 164 / 183
70 Multiply 4.01 x 7.8
Slide 165 / 183
71 Multiply 0.012 x 0.21
Slide 166 / 183
Divide decimals
To divide a decimal by a whole number:Use long division.Bring the decimal point up in the answer
56.08
28 04
2
Slide 167 / 183
Try these!
112.045
56.0008
PULLPull5
2
Slide 168 / 183
To divide a number by a decimal:
· Change the divisor to a whole number by multiplying by a power of 10
· Multiply the dividend by the same power of 10
· Divide
· Bring the decimal point up in the answer
DividendDivisor
Slide 169 / 183
15.6 6.24
Multiply by 10, so that 15.6 becomes 1566.24 must also be multiplied by 10
156 62.4
.234 23.4
Multiply by 1000, so that .234 becomes 23423.4 must also be multiplied by 1000
234 23400
Slide 170 / 183
By what power of 10 should the divisor and dividend be multiplied?
4.15 2.5 means
.008
0.9
68.342 means
4.2
678.921
2.2
Slide 171 / 183
72 Divide
0.78 0.02
Slide 172 / 183
73
0.6 4.866
Slide 173 / 183
74
10 divided by 0.25
Slide 174 / 183
75
12.03 0.04
Slide 175 / 183
76
0.012 24.6
Slide 177 / 183
77 If you had six hundredths of a mile left to run, how would you write this distance as a decimal?
A 6.0
B .6
C .06
D 06.0
E .60
C
Pull
Pull
Slide 178 / 183
78 Your weekly grocery bill averages $97.39. Round your total to the nearest 10 dollars to figure out approximately how much money to save for groceries per week.
A $100.00
B $90.00
C $97.00
D $95.00A
Slide 179 / 183
79 Sally won $25.00 for her science fair project. Her project cost $12.57 to prepare. How much did Sally actually make as a profit?
A $37.57
B $12.43
C $13.57
D $12.00B
Slide 180 / 183
80 Five students collected paper to be recycled. Shelly's stack was .008 cm. thick; Ken's stack was .125 cm. thick; Joe's stack was .150 cm. thick; Betty's stack was .185 cm. thick; Mary's stack was .005 cm. thick. What was the thickness of the papers collected to be recycled?
A .561 cm.
B .452 cm.
C .480 cm.
D .473 cm.
D
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81 The regular price of a pair of jeans is $29.99. Mrs. Jones has four children for whom she must buy new jeans. The jeans are on sale for $22.50.
What would the total cost be of four pairs of jeans on sale?
A $119.96
B $90.00
C $86.00
D $52.49
B
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82 The regular price of a pair of jeans is $29.99. Mrs. Jones has four children for whom she must buy new jeans. The jeans are on sale for $22.50.
How much money does she save by buying the jeans on sale?
A $7.49
B $30.96
C $29.96
D $89.96
C
Slide 183 / 183