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COT 2 DEMONSTRATION
TEACHING
Presented by: Argie C. de Los Reyes
PRAYER
4 PICS 1 WORD
4 PICS 1 WORD
M
E S A
U R E
4 PICS 1 WORD
S I O P I N T O
WHAT IS OUR
TOPIC TODAY?
MEASURES OF
POSITION
OBJECTIVES
a. define measure of position in their
own words;
b. interpret measures of position;
c. calculate the specified measures of
position; and
d. solve problems involving measures of
position for ungrouped data with
accuracy.
CONTEST
Follow the directions and do it as fast as
you can
GIVEN
A group of students obtained the
following scores in their Statistics quiz:
8, 2, 5, 4, 8, 5, 7, 1, 3, 6, 9
GIVEN
A group of students
obtained the
following scores in
their Statistics quiz:
8, 2, 5, 4, 8, 5, 7, 1, 3,
6, 9
PROCEDURE:
1. Arrange the scores in
INCREASING or DECREASING
order
2. Identify the lowest score and
highest score
3. Find the middle score. Label it as
𝑄2
4. Identify the value between the
middle score and the lowest
score. Label it as 𝑄1.
5. Identify the value between the
middle score and the highest
(ANSWERS)
1) 1, 2, 3, 4, 5, 5, 6, 7, 8, 8, 9
2) Lowest score = 1, highest score
= 9
3) Q2= 5
4) Q1= 3
5) Q3= 8
QUESTIONS
1) What is 𝑄1, 𝑄2, and
𝑄3 of their scores?
2) How many
students belong to
𝑄1, 𝑄2, and 𝑄3 in
terms of their
scores?
3) Have you realized
of finding the
position of the
scores?
2 students 5 students 8 students
DEFINITION OF MEASURES OF POSITION
DEFINITION OF MEASURES OF POSITION
Let’s arrange
Major Historical
Events of the
Philippines
DEFINITION OF MEASURES OF POSITION
INSTRUCTION:
Arrange the Major Historical Events
of the Philippines from the year 1521
to 1946 in chronological order. Use
the sticky notes and fasten them on
the board.
DEFINITION OF MEASURES OF POSITION
 Measures of position are techniques that divide a set of data
into equal groups.
 Numerical information may be classified as: ungrouped and
grouped data.
 To determine the measurement of position, the data must be
sorted from lowest to highest or highest to lowest.
 The different measures of position are: Quartiles, Deciles
and Percentiles.
 Measures of position are techniques that divide a set of data
into equal groups.
 Numerical information may be classified as: ungrouped and
grouped data.
 To determine the measurement of position, the data must be
sorted from lowest to highest or highest to lowest.
 The different measures of position are: Quartiles, Deciles
and Percentiles.
IMPORTANCE OF MEASURES OF POSITION
 Dealing with large amount of data, which includes
the timely results for standardized tests in schools,
etc.
 Trying to discover the smallest as well as the largest
values in a given distribution.
 Examining financial fields for academic as well as
statistical studies.
DEFINE
QUARTILE
DEFINE
QUARTILE
 Quartiles are the score points
which divide a distribution into
four equal parts.
 25% of the distribution are below
the first quartile (𝑄1).
 50% of the distribution are below
the second quartile (𝑄2).
 75% of the distribution are below
the third quartile (𝑄3).
DEFINE
QUARTILE
Formula:
𝐐𝐤 =
𝐤
𝟒
(𝐧 + 𝟏)
 First quartile: Q1 =
1
4
(n + 1)
 Second quartile: Q2 =
2
4
(n + 1)
 Third quartile: Q3 =
3
4
(n + 1)
DEFINE
QUARTILE
Use interpolation if 𝑸𝒌 is decimal:
a. Get the difference between
the values where 𝑄𝑘 is
located.
b. Multiply the difference
obtained in Step 1 by the
decimal part of 𝑄𝑘.
c. Add the result in Step 2, to
the 2nd or smaller number.
QUARTILE
a. Find lower 𝑄1, 𝑄2, and 𝑄3.
b. Interpret the results.
Ex. 1) The scores of 7
students in a
Mathematics
seatwork are:
7, 4, 3, 6, 7, 4, 8
QUARTILE
Solution:
 𝑄1 =
1
4
(6 + 1) =
1
4
(7) =
𝟏. 𝟕𝟓 position
 Using interpolation:
(0.75 × 1) + 2 = 0.75 + 2 = 𝟐. 𝟕𝟓
is the Q1 value
Ex. 2) Find the 𝑄1 of
the scores:
2, 3, 3, 5, 6, 9
SUMMARY
A. Can we apply measure of
position to
1. Determining whether a score is
high or low.
2. etermining the passing mark in a
test.
3. Finding the highest score or lowest
score in an exam.
4. Finding the arrangement of the
scores.
5. Finding the variation of scores in a
test.
SUMMARY
B. Arrange the following steps in
finding the measure of position for
quartile.
a) Identify the value between the
middle score and the highest
score. Label it as 𝑄3.
b) Identify the lowest score and
highest score
c) Arrange the scores in INCREASING
or DECREASING order
d) Find the middle score. Label it as 𝑄
2
e) Identify the value between the
LET’S APPLY YOUR KNOWLEDGE
Find the first quartile (𝑄1), second quartile (𝑄2),
and the third quartile (𝑄3), given the scores of
10 students in their Mathematics.
4 9 7 14 10
8 12 15 6 11
LET’S APPLY YOUR KNOWLEDGE
Find the first quartile (𝑄1), second quartile (𝑄2),
and the third quartile (𝑄3), given the scores of
10 students in their Mathematics.
4, 6, 7, 8, 9, 10, 11, 12, 14, 15
LET’S EVALUATE YOUR KNOWLEDGE
Alvin has an assignment to
ask at random 10 students
in their school about their
ages. The data are given in
the table on the right.
1. What is 𝑄1, 𝑄2, and 𝑄3 of their ages?
2. How many students belong to 𝑄1, 𝑄2, and 𝑄3 in terms of their
ages?
ASSIGNMENT
Answer Activity 8 “Aqua Running” pg. 372
(to be written on one whole sheet of paper)
THANK YOU!

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Cot 2 demonstration teaching.pptx

  • 1. COT 2 DEMONSTRATION TEACHING Presented by: Argie C. de Los Reyes
  • 3. 4 PICS 1 WORD
  • 4. 4 PICS 1 WORD M E S A U R E
  • 5. 4 PICS 1 WORD S I O P I N T O
  • 8. OBJECTIVES a. define measure of position in their own words; b. interpret measures of position; c. calculate the specified measures of position; and d. solve problems involving measures of position for ungrouped data with accuracy.
  • 9. CONTEST Follow the directions and do it as fast as you can
  • 10. GIVEN A group of students obtained the following scores in their Statistics quiz: 8, 2, 5, 4, 8, 5, 7, 1, 3, 6, 9
  • 11. GIVEN A group of students obtained the following scores in their Statistics quiz: 8, 2, 5, 4, 8, 5, 7, 1, 3, 6, 9 PROCEDURE: 1. Arrange the scores in INCREASING or DECREASING order 2. Identify the lowest score and highest score 3. Find the middle score. Label it as 𝑄2 4. Identify the value between the middle score and the lowest score. Label it as 𝑄1. 5. Identify the value between the middle score and the highest (ANSWERS) 1) 1, 2, 3, 4, 5, 5, 6, 7, 8, 8, 9 2) Lowest score = 1, highest score = 9 3) Q2= 5 4) Q1= 3 5) Q3= 8 QUESTIONS 1) What is 𝑄1, 𝑄2, and 𝑄3 of their scores? 2) How many students belong to 𝑄1, 𝑄2, and 𝑄3 in terms of their scores? 3) Have you realized of finding the position of the scores? 2 students 5 students 8 students
  • 12. DEFINITION OF MEASURES OF POSITION
  • 13. DEFINITION OF MEASURES OF POSITION Let’s arrange Major Historical Events of the Philippines
  • 14. DEFINITION OF MEASURES OF POSITION INSTRUCTION: Arrange the Major Historical Events of the Philippines from the year 1521 to 1946 in chronological order. Use the sticky notes and fasten them on the board.
  • 15. DEFINITION OF MEASURES OF POSITION  Measures of position are techniques that divide a set of data into equal groups.  Numerical information may be classified as: ungrouped and grouped data.  To determine the measurement of position, the data must be sorted from lowest to highest or highest to lowest.  The different measures of position are: Quartiles, Deciles and Percentiles.  Measures of position are techniques that divide a set of data into equal groups.  Numerical information may be classified as: ungrouped and grouped data.  To determine the measurement of position, the data must be sorted from lowest to highest or highest to lowest.  The different measures of position are: Quartiles, Deciles and Percentiles.
  • 16. IMPORTANCE OF MEASURES OF POSITION  Dealing with large amount of data, which includes the timely results for standardized tests in schools, etc.  Trying to discover the smallest as well as the largest values in a given distribution.  Examining financial fields for academic as well as statistical studies.
  • 18. DEFINE QUARTILE  Quartiles are the score points which divide a distribution into four equal parts.  25% of the distribution are below the first quartile (𝑄1).  50% of the distribution are below the second quartile (𝑄2).  75% of the distribution are below the third quartile (𝑄3).
  • 19. DEFINE QUARTILE Formula: 𝐐𝐤 = 𝐤 𝟒 (𝐧 + 𝟏)  First quartile: Q1 = 1 4 (n + 1)  Second quartile: Q2 = 2 4 (n + 1)  Third quartile: Q3 = 3 4 (n + 1)
  • 20. DEFINE QUARTILE Use interpolation if 𝑸𝒌 is decimal: a. Get the difference between the values where 𝑄𝑘 is located. b. Multiply the difference obtained in Step 1 by the decimal part of 𝑄𝑘. c. Add the result in Step 2, to the 2nd or smaller number.
  • 21. QUARTILE a. Find lower 𝑄1, 𝑄2, and 𝑄3. b. Interpret the results. Ex. 1) The scores of 7 students in a Mathematics seatwork are: 7, 4, 3, 6, 7, 4, 8
  • 22. QUARTILE Solution:  𝑄1 = 1 4 (6 + 1) = 1 4 (7) = 𝟏. 𝟕𝟓 position  Using interpolation: (0.75 × 1) + 2 = 0.75 + 2 = 𝟐. 𝟕𝟓 is the Q1 value Ex. 2) Find the 𝑄1 of the scores: 2, 3, 3, 5, 6, 9
  • 23. SUMMARY A. Can we apply measure of position to 1. Determining whether a score is high or low. 2. etermining the passing mark in a test. 3. Finding the highest score or lowest score in an exam. 4. Finding the arrangement of the scores. 5. Finding the variation of scores in a test.
  • 24. SUMMARY B. Arrange the following steps in finding the measure of position for quartile. a) Identify the value between the middle score and the highest score. Label it as 𝑄3. b) Identify the lowest score and highest score c) Arrange the scores in INCREASING or DECREASING order d) Find the middle score. Label it as 𝑄 2 e) Identify the value between the
  • 25. LET’S APPLY YOUR KNOWLEDGE Find the first quartile (𝑄1), second quartile (𝑄2), and the third quartile (𝑄3), given the scores of 10 students in their Mathematics. 4 9 7 14 10 8 12 15 6 11
  • 26. LET’S APPLY YOUR KNOWLEDGE Find the first quartile (𝑄1), second quartile (𝑄2), and the third quartile (𝑄3), given the scores of 10 students in their Mathematics. 4, 6, 7, 8, 9, 10, 11, 12, 14, 15
  • 27. LET’S EVALUATE YOUR KNOWLEDGE Alvin has an assignment to ask at random 10 students in their school about their ages. The data are given in the table on the right. 1. What is 𝑄1, 𝑄2, and 𝑄3 of their ages? 2. How many students belong to 𝑄1, 𝑄2, and 𝑄3 in terms of their ages?
  • 28. ASSIGNMENT Answer Activity 8 “Aqua Running” pg. 372 (to be written on one whole sheet of paper)