
Introducing Percentages
Presentation
•
Mathematics
•
1st - 5th Grade
•
Hard
Joseph Anderson
FREE Resource
12 Slides • 38 Questions
1
Percentage
Finding the Percentage of a Quantity
Finding the Whole
Percentage Change
Word Problems
2
Percentage
The percentage is a fraction or a ratio in which the value of the whole (denominator) is always 100. For example, if Sam scored 30% marks in his math test, it means that he scored 30 marks out of 100. It is written as 30/100 in the fraction form and 30:100 in terms of ratio. Here "%" is the symbol of percentage and is read as "percent" or "percentage". This percent symbol can always be replaced with "divided by 100" to convert it into a fraction or decimal equivalent.
3
Percentage
Examples of Percentage:
10% = 10/100 ( = 1/10 (or) 0.1)
25% = 25/100 ( = 1/4 (or) 0.25)
12.5% = 12.5/100 ( = 1/8 (or) 0.125)
50% = 50/100 ( = 1/2 (or) 0.5)
4
Percentage
5
Multiple Choice
Express 5/20 as a percentage
20%
25%
30%
10%
6
Multiple Choice
What percentage of the figure is unshaded?
40%
50%
70%
60%
7
Multiple Choice
What is ½ as a percentage?
10%
25%
50%
75%
8
Multiple Choice
What is 1/10
as a percentage?
1%
5%
10%
20%
9
Percentage
10
Multiple Choice
CHANGE THE FOLLOWING INTO PERCENT.
5/20
20%
25%
30%
35%
11
Multiple Choice
CHANGE THE FOLLOWING INTO PERCENT:
8/25
8%
36%
32%
25%
12
Percentage
Finding Percentage When the Total is 100
When we have two or more values that add up to 100, the percentage of those individual values to the total value is that number itself. For example, Sally bought tiles of three different colors for her house. The details of the purchase are given in the following table.
13
Percentage
Finding Percentage When the Total is NOT 100
Since the total number of items adds up to 100, the percentages could be easily calculated as shown above. What if the total number of items does not add up to 100? Let us see.
For example, Emma has a bracelet that is made up 8 red beads and 12 blue beads. Here, the total number of beads is 8 + 12 = 20 (which is not equal to 100). In this case, the percentages can be calculated as shown in the table below (using the unitary method).
14
Percentage
15
Percentage
16
Converting Percentage to Fractions.
For Example:
Question- Convert 30% to Fractions.
Solution- 30/100= 3/10
~We will divide 30/100 so that it can be get converted into fractions.
~Basically, we have to just divide the percentage by 100.
17
Fill in the Blank
Q3. Convert 20% to Fractions. (Just writes the answer directly)
18
Fill in the Blank
Q4. Convert 650% to Fractions. (Just writes the answer directly)
19
Converting Decimals into Percentage.
For Example:
Question- Convert 0.3 in Percentage.
Solution- 0.3*100= 30%
~We will multiply 0.3 by 100, so that it can be get converted in percentage form.
~Basically, just multiply the decimal form by 100 to get your answer in Percentage form.
20
Fill in the Blank
Q5. Convert 7.5 into %. (Just writes the answer directly)
21
Fill in the Blank
Q6. Convert 0.5 into %. (Just writes the answer directly)
22
Converting Percentages into Decimals.
For Example:
Question- Convert 30% into Decimals.
Solution- 30/100= 0.3
~We will multiply 30 by 100, so it can be get converted in percentage form.
23
Fill in the Blank
Q8. Convert 99% to decimals. (Just writes the answer directly)
24
Multiple Choice
David says that 1/4 is greater than 40%.Is he right?
yes
no
25
Multiple Choice
How would you say 100% in other words?
one whole
one quarter
three quarters
one half
26
Multiple Choice
In a class of 30 children.60% are girls.How many girls are in the class?
12
19
18
9
27
Multiple Choice
Write 164 as a percentage of 200
82%
16.4%
32.8%
80%
28
Multiple Choice
Olivia completed 85% of the Math questions. She still has 6 questions left. How many questions were there in total?
32
45
50
40
29
Multiple Choice
A mixture contains 8 L of water and 42 L of milk. What is the percentage of water in the mixture?
19.0%
16%
80.1%
Not listed
30
Multiple Choice
There are 20 questions in a test and you get 75% correct. How many questions do you get right ?
15
12
10
5
31
Multiple Choice
Shirt A
Shirt B
The discount is the same.
Well, it really depends on which one she likes more.
32
Multiple Choice
$2.50
$25
$250
$2500
33
Multiple Choice
45 minutes
30 minutes
0.3 hours
0.5 minutes
34
Multiple Choice
0.81%
0.18%
8.1%
81%
35
Multiple Choice
1/3
1/4
1/5
1/8
36
Multiple Choice
23
25
27
29
37
Multiple Choice
70
71
72
38
Multiple Choice
25
50
100
5
39
Multiple Choice
40%
400%
4%
.4%
40
Multiple Choice
3.91
.391
39.1
391
41
Multiple Choice
Identify whether the given amount increased or decreased.
From 45 ft to 92 ft.
Increase
Decrease
42
Multiple Choice
Identify whether the given amount increased or decreased.
From 94 miles to 34 miles.
Increase
Decrease
43
Multiple Choice
Identify whether the given amount increased or decreased.
From 188 m to 42 m.
Increase
Decrease
44
Multiple Choice
Identify whether the given amount increased or decreased.
Olivia scored 82 points on the first math test of the year. On the second math test, she scored 78 points
Increase
Decrease
45
Multiple Choice
Identify whether the given amount increased or decreased.
The average cost of a gallon of gas during July was $2.45. The average cost of a gallon of gas during August was $2.78.
Increase
Decrease
46
Multiple Choice
Identify whether the given amount increased or decreased.
There were 134 people in attendance at the school football game last Friday. This week there were 246 people in attendance at the school football game.
Increase
Decrease
47
Multiple Choice
Identify whether the given amount increased or decreased.
On Monday, Jake could lift 25 lbs. One month later he could lift 45 lbs.
Increase
Decrease
48
Multiple Choice
14
28
7
70
49
Open Ended
A T-shirt costs Php 500. You get 10% off in the sales. How much do you pay for the T-shirt ?
50
Multiple Choice
There are 20 questions in a test and you get 75% correct. How many questions do you get right ?
15
12
10
5
Percentage
Finding the Percentage of a Quantity
Finding the Whole
Percentage Change
Word Problems
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