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DAILY
LESSON
LOG
School STA. ROSA NATIONAL HIGH SCHOOL Grade Level 11
Teacher NIMROD B. CABRERA Learning Area GENERAL MATHEMATICS
Teaching Week Week 6 Quarter FIRST
Time: 8:00-9:00 AM MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY
Date: MTWTh October 02, 2023 October 03, 2023 October 04, 2023 October 05, 2023 October 06, 2023
I. OBJECTIVES
A. Content Standards The learner demonstrates understanding of key concepts of 1. Functions; 2. rational functions
B. Performance
Standards
The learner is able to accurately 1. construct mathematical models to represent real-life situations using functions; 2. formulate and solve real-life problems involving rational functions.
C. Learning
Competencies
Objectives
1. Solve problems involving rational
functions.
2. Solve problems involving rational
equations
3. Solve problems involving rational
inequalities.
1. Define one-to-one function.
2. Represents real-life situations using
one-to one functions.
3. Relate the concepts to practical
applications of life.
1. Graphs of inverse functions as a
reflection about the line y = x.
2. Graphical method of determining
the inverse of a function.
3. Algebraic methods of determining
the inverse of a function.
1. Graphs of inverse functions as a
reflection about the line y = x.
2. Graphical method of determining the
inverse of a function.
3. Algebraic methods of determining the
inverse of a function.
II. CONTENT Solving Problems involving rational
inequality functions.
One to One Function Inverse of One to One Function Graphs of Inverse Function
III. LEARNING
RESOURCES
A. References
1. Teacher’s Guide
Pages
Teacher’s Guide Pages 44-53. Teacher’s Guide Pages 64-66. Teacher’s Guide Pages 69-74. Teacher’s Guide Pages 69-74.
2. Learner’s Material
Pages
Learner’s Materials Pages 35-43. Not applicable. Not applicable. Not applicable.
3. Textbook Pages Not applicable. Not applicable. Not applicable. Not applicable.
4. Additional
Materials from
Learning Resources
Not applicable. Not applicable. Not applicable. Not applicable.
B. Other Learning
Resources
General Mathematics for Senior High
School by Lynie Dimasuay et.al.
General Mathematics for Senior High
School by Lynie Dimasuay et.al.
General Mathematics for Senior High
School by Lynie Dimasuay et.al.
General Mathematics for Senior High
School by Lynie Dimasuay et.al.
IV. PROCEDURES
A. Reviewing previous
lesson or presenting
the new lesson
Ask questions of the steps in solving
rational functions and equations
tackled in the previous lesson.
The teacher will group the class into pairs
and have them perform the following
activity:
Activity1.
Each pair is tasks to coordinate an
engineering team based in the United
States who uses English units of
measurement with an engineering team
Not applicable. By showing them the figures below, the
teacher lets the students complete the
drawings by sketching the reflection of the
figure across the line y = x. For an accurate
figure, fold the paper across the line y = x
and trace the figure underneath.
in the Philippines using SI units. The two
engineering teams are task with
designing and constructing an engine for
a motorcycle that can be used
underwater.
Activity 1
B. Establishing a
purpose for the lesson
Solving problems involving rational
inequality functions
The teacher lets the students realize that
relating one to one function into real life
situations are important skills needed to
understand the concepts of inverse
functions, exponential functions, and
logarithmic functions.
The teacher lets the students
recognize the mathematical skills in
determining the inverse of one to one
function are important skills needed
to understand the concepts of inverse
functions, exponential functions, and
logarithmic functions.
The teacher lets the students see how the
graph looks like if the function is inverse.
C. Presenting
examples/
instances of the new
lesson
Solve the following problems:
A box with a square base is to have a
volume of 8 cubic meters. Let x be the
length of the side of the square base
and h be the height of the box.What
are the possible measurements of a
side of the square base if the height
should be longer than a side of the
square base?
How could we solve each problem?
How could we interpret each problem?
The teacher will present another
example that will lead them to the topic.
Activity2.
Examples of a one to one function:
1. The relation of you to your
girlfriend/boyfriend.
2. You and your toothbrush.
3. You and your underwear.
The teacher will ask the students to give
their own idea. Relating the Activity 1
and activity 2 will somehow understand
the concepts of one to one function.
The teacher lets the students identify
whether the given table of values is
inverse.
The teacher will give another activity that
will relate to activity1.
D. Discussing new
concepts and practicing
new skill #1
The teacher discusses the problem
given in the previous activity.
The teacher will discuss the topic and
gives some examples.
The teacher will discuss the topic
inverse of one to one function and its
property and gives example for
further understanding.
The teacher discusses with students in
graphing inverse functions.
E. Discussing new
concepts and practicing
new skill #2
Not applicable. Not applicable. Not applicable. Not applicable.
F. Developing Mastery Divide the class into groups and ask
them to solve a given problem.
The teacher lets the student find a pair to
answer the following.
(Think pair share)
Working with pairs, the teacher lets
the students answer the activity and
discuss with their pair their answers.
(Think pair share)
Working with pairs, the teacher lets the
students answer the activity and discuss
with their pair their answers.
G. Finding practical
applications of
concepts & skills in
daily living
Presentation of the solutions in the
activity in Developing mastery.
Presentation of the solutions in the
activity in Developing mastery.
In relating these skills in daily living,
the teacher will give a scenario and
let them answer the word problem.
In relating these skills in daily living, the
teacher will give a scenario and let them
answer the word problem.
H. Making
generalizations &
abstractions about the
lesson
Call a student and ask what are the
steps in solving problems.
Call a student and ask what are the steps
in solving problems.
The teacher summarizes the
discussion on how to find the inverse
of a one-to-one function.
The teacher summarizes the mathematical
skills in representing an inverse function
and it is a one to one function
I. Evaluating Learning Ask the students to solve 2 problems
related to the topic(5 points each
problem)
Ask the students to solve 2 set of
problems related to the topic(5 points
each set)
Ask the students to solve 2 set of
problems related to the topic(5 points
each set)
Ask the students to solve 2 set of problems
related to the topic(5 points each set)
J. Additional activities
for application or
remediation
Not applicable. Not applicable. Not applicable. Not applicable.
V. REMARKS
VI. REFLECTION
A. No. of learners who
earned 80% in the
evaluation
B. No. of learners who
require additional
activities for
remediation who
scored below 80%
C. Did the remedial
lesson work? No. of
learners who caught up
with the lesson
D. No. of learners who
continue to require
remediation
E. Which of my
teaching strategies
worked well? Why did
these work?
F. What difficulties did I
encounter which my
principal or supervisor
can help me solve?
G. What innovation or
localized materials did I
use/discover which I
wish to share with
other teachers?
Prepared by:
NIMROD B. CABRERA
Teacher II
Noted:
CESAR IAN DC. SALAC, PhD
Head Teacher VI, OIC-School Head
Checked and Reviewed:
JOB D. LUCERO
Head Teacher III

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GM_DLL Week 6.docx

  • 1. DAILY LESSON LOG School STA. ROSA NATIONAL HIGH SCHOOL Grade Level 11 Teacher NIMROD B. CABRERA Learning Area GENERAL MATHEMATICS Teaching Week Week 6 Quarter FIRST Time: 8:00-9:00 AM MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY Date: MTWTh October 02, 2023 October 03, 2023 October 04, 2023 October 05, 2023 October 06, 2023 I. OBJECTIVES A. Content Standards The learner demonstrates understanding of key concepts of 1. Functions; 2. rational functions B. Performance Standards The learner is able to accurately 1. construct mathematical models to represent real-life situations using functions; 2. formulate and solve real-life problems involving rational functions. C. Learning Competencies Objectives 1. Solve problems involving rational functions. 2. Solve problems involving rational equations 3. Solve problems involving rational inequalities. 1. Define one-to-one function. 2. Represents real-life situations using one-to one functions. 3. Relate the concepts to practical applications of life. 1. Graphs of inverse functions as a reflection about the line y = x. 2. Graphical method of determining the inverse of a function. 3. Algebraic methods of determining the inverse of a function. 1. Graphs of inverse functions as a reflection about the line y = x. 2. Graphical method of determining the inverse of a function. 3. Algebraic methods of determining the inverse of a function. II. CONTENT Solving Problems involving rational inequality functions. One to One Function Inverse of One to One Function Graphs of Inverse Function III. LEARNING RESOURCES A. References 1. Teacher’s Guide Pages Teacher’s Guide Pages 44-53. Teacher’s Guide Pages 64-66. Teacher’s Guide Pages 69-74. Teacher’s Guide Pages 69-74. 2. Learner’s Material Pages Learner’s Materials Pages 35-43. Not applicable. Not applicable. Not applicable. 3. Textbook Pages Not applicable. Not applicable. Not applicable. Not applicable. 4. Additional Materials from Learning Resources Not applicable. Not applicable. Not applicable. Not applicable. B. Other Learning Resources General Mathematics for Senior High School by Lynie Dimasuay et.al. General Mathematics for Senior High School by Lynie Dimasuay et.al. General Mathematics for Senior High School by Lynie Dimasuay et.al. General Mathematics for Senior High School by Lynie Dimasuay et.al. IV. PROCEDURES A. Reviewing previous lesson or presenting the new lesson Ask questions of the steps in solving rational functions and equations tackled in the previous lesson. The teacher will group the class into pairs and have them perform the following activity: Activity1. Each pair is tasks to coordinate an engineering team based in the United States who uses English units of measurement with an engineering team Not applicable. By showing them the figures below, the teacher lets the students complete the drawings by sketching the reflection of the figure across the line y = x. For an accurate figure, fold the paper across the line y = x and trace the figure underneath.
  • 2. in the Philippines using SI units. The two engineering teams are task with designing and constructing an engine for a motorcycle that can be used underwater. Activity 1 B. Establishing a purpose for the lesson Solving problems involving rational inequality functions The teacher lets the students realize that relating one to one function into real life situations are important skills needed to understand the concepts of inverse functions, exponential functions, and logarithmic functions. The teacher lets the students recognize the mathematical skills in determining the inverse of one to one function are important skills needed to understand the concepts of inverse functions, exponential functions, and logarithmic functions. The teacher lets the students see how the graph looks like if the function is inverse. C. Presenting examples/ instances of the new lesson Solve the following problems: A box with a square base is to have a volume of 8 cubic meters. Let x be the length of the side of the square base and h be the height of the box.What are the possible measurements of a side of the square base if the height should be longer than a side of the square base? How could we solve each problem? How could we interpret each problem? The teacher will present another example that will lead them to the topic. Activity2. Examples of a one to one function: 1. The relation of you to your girlfriend/boyfriend. 2. You and your toothbrush. 3. You and your underwear. The teacher will ask the students to give their own idea. Relating the Activity 1 and activity 2 will somehow understand the concepts of one to one function. The teacher lets the students identify whether the given table of values is inverse. The teacher will give another activity that will relate to activity1. D. Discussing new concepts and practicing new skill #1 The teacher discusses the problem given in the previous activity. The teacher will discuss the topic and gives some examples. The teacher will discuss the topic inverse of one to one function and its property and gives example for further understanding. The teacher discusses with students in graphing inverse functions. E. Discussing new concepts and practicing new skill #2 Not applicable. Not applicable. Not applicable. Not applicable. F. Developing Mastery Divide the class into groups and ask them to solve a given problem. The teacher lets the student find a pair to answer the following. (Think pair share) Working with pairs, the teacher lets the students answer the activity and discuss with their pair their answers. (Think pair share) Working with pairs, the teacher lets the students answer the activity and discuss with their pair their answers.
  • 3. G. Finding practical applications of concepts & skills in daily living Presentation of the solutions in the activity in Developing mastery. Presentation of the solutions in the activity in Developing mastery. In relating these skills in daily living, the teacher will give a scenario and let them answer the word problem. In relating these skills in daily living, the teacher will give a scenario and let them answer the word problem. H. Making generalizations & abstractions about the lesson Call a student and ask what are the steps in solving problems. Call a student and ask what are the steps in solving problems. The teacher summarizes the discussion on how to find the inverse of a one-to-one function. The teacher summarizes the mathematical skills in representing an inverse function and it is a one to one function I. Evaluating Learning Ask the students to solve 2 problems related to the topic(5 points each problem) Ask the students to solve 2 set of problems related to the topic(5 points each set) Ask the students to solve 2 set of problems related to the topic(5 points each set) Ask the students to solve 2 set of problems related to the topic(5 points each set) J. Additional activities for application or remediation Not applicable. Not applicable. Not applicable. Not applicable. V. REMARKS VI. REFLECTION A. No. of learners who earned 80% in the evaluation B. No. of learners who require additional activities for remediation who scored below 80% C. Did the remedial lesson work? No. of learners who caught up with the lesson D. No. of learners who continue to require remediation
  • 4. E. Which of my teaching strategies worked well? Why did these work? F. What difficulties did I encounter which my principal or supervisor can help me solve? G. What innovation or localized materials did I use/discover which I wish to share with other teachers? Prepared by: NIMROD B. CABRERA Teacher II Noted: CESAR IAN DC. SALAC, PhD Head Teacher VI, OIC-School Head Checked and Reviewed: JOB D. LUCERO Head Teacher III