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LP Demo Dreamy

This document outlines a lesson plan for Grade 6 Mathematics focusing on understanding rate, speed, area, and surface area of solid figures. It includes objectives, content, teaching procedures, and assessment methods, emphasizing hands-on activities and collaborative learning. The lesson aims to help students visualize and calculate the surface area of various solid shapes through guided practice and independent exercises.
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0% found this document useful (0 votes)
32 views8 pages

LP Demo Dreamy

This document outlines a lesson plan for Grade 6 Mathematics focusing on understanding rate, speed, area, and surface area of solid figures. It includes objectives, content, teaching procedures, and assessment methods, emphasizing hands-on activities and collaborative learning. The lesson aims to help students visualize and calculate the surface area of various solid shapes through guided practice and independent exercises.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
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Lesson Exemplar in Mathematics 6 Using the Explicit Teaching Process

School Dreamy School Philippines Grade Level 6

Teacher Melanie C. Pagaran Learning Area Mathematics 6


Teaching
June 5, 2024 Quarter 3 (Week 7)
Date
Teaching
9: 30-10:30 No. of Days 4
Time

I. OBJECTIVES
The learner demonstrates understanding of rate and speed, and of area and
A. Content Standards
surface area of plane and solid/space figures.
The learner is able to apply knowledge of speed, area, and surface area of plane
B. Performance Standards
and solid/space figures in mathematical problems and real-life situations
C. Most Essential Learning Visualizes and describes surface area and names the unit of measure used for
Competencies measuring the surface area of solid/ space figures.
(MELC) M6ME-IIIi-91
D. Enabling Competencies Visualizes and describes surface area of rectangular prism, cube, triangular prism
II. CONTENT Visualizing and Describing Surface Area and Names the Unit of Measure Used for
Measuring the Surface Area of Solid/ Space Figures.
III. REFERENCES
A. References
a. Teacher’s Guide Pages
b. Learner’s Material Learner’s Packet (Quarter 3)
Pages ADM Module
c. Textbook Pages
d. Additional Materials
from Learning MATH 6 QUARTER 3 WEEK 7 VISUALIZING THE SURFACE AREA OF A SOLID FIGURE -
Resources YouTube
Math 6 Quarter 3 Week 7: Describing & Visualizing Surface Area of Solid Figures -
YouTube

B. List of Learning
Resources for
Laptop, PowerPoint Presentation, Table Chart, Tarpaper and 3D objects.
Development and
Engagement Activities
IV. PROCEDURES
A. PREPARATION/ A. Prayer
INTRODUCTION
Almighty Father,
We praise and thank you
for this day. Watch over us,
as we go about our work
and studies. Help us in
every way, So that we may
become the children
you want us to be.
Amen.
A.
B. B. Greetings
C. C. Checking of Attendance
D. D. Classroom Rules
 Listen carefully to your teacher
 Raise your hand to speak
 Follow the direction
 Work quietly
 Always respect to your teacher and your classmates
 Be happy and do your best!
E. E. Review
F.
SUBJECT INTEGRATION IN MUSIC
Demonstrates the conducting gestures in time signatures of:
2 3 4 6
, , , and
4 4 4 8

a. Sing a Song
Do you know what shape is this?
Shape is this, Shape is this (repeat)
Do you know what shape is this?
And can you make it too
(RECTANGLE)
Do you know what shape is this?
Shape is this, Shape is this (repeat)
Do you know what shape is this?
And can you make it too
(SQUARE)
Do you know what shape is this?
Shape is this, Shape is this (repeat)
Do you know what shape is this?
And can you make it too
(CIRCLE)
Do you know what shape is this?
Shape is this, Shape is this (repeat)
Do you know what shape is this?
And can you make it too
(TRIANGLE)

-What is the song all about?


-What shapes were mention in the song?

b. Let us recall the formula in finding the area of the plane figures.
F. Pre-test
Direction: Tell whether the statement is true or false.

1. _______ Surface area is the sum of areas of all lateral faces and bases
of a solid figure.
2. _______ Net is a flat pattern that you can fold to form a solid figure
3. _______ Triangular has four rectangle lateral faces and two bases
4. _______ A cube has eight square faces and the total area of its eight square
faces are equal.
5._______ Pyramid has triangular lateral faces that meet on a common vertex
called apex.
B. TEACHING / MODELING
1. MOTIVATION (The teacher will show some objects.)

Imagine that you are invited to a birthday party. In the party there is a balloon,
party hut, banner, food and presents or gifts.
Since I mentioned the presents or gifts

-Do you receive a gift or a present on your birthday?


-What kind of present or gift did you received?

2. PRESENTATION

Directions: Read and understand the problem below.

Teacher Jocelyn celebrated her birthday last week. Her grade 6


Venus pupil’s surprised her with a rectangular mocha cake bought
in goldilocks. Now, I want to know the exact surface area of rectangular
mocha cake box?

3. DISCUSSION

1. Who celebrated her birthday last week?


2. What is the surprised of her pupils?
3. What solid figure is represented by the cake box?
4. How can we know the exact surface area of the rectangular mocha
cake box?

To know the exact area of the cake box we must find the surface area of the
rectangular prism represented by the box.

To determine the surface area of rectangular prism, you must identify what plane
figure is represented by every face of it. Let us know the surface area.

What is the surface area?


Surface area is the sum of areas of all lateral faces and bases of a solid figure.
Another way of describing the surface area of a solid figure is through
determining the area of its net.

What is the surface area?


A net is a flat pattern that you can fold to form a solid figure.

Look at the illustration below.

SURFACE AREA OF RECTANGULAR PRISM

The illustration shows that the surface area of the rectangular prism is the total
area of the six faces: the front, back, top, bottom, left and right.

The net of a rectangular prism consists of six rectangles. Both the bases and the
bases the lateral face of this shape is rectangular

Number of faces: 6

SURFACE AREA OF CUBE

A cube has six square faces. The total area of its six square faces is equal to its
surface area.

Number of faces: 6
SURFACE AREA OF TRIANGULAR PRISM

A triangular prism has three rectangular lateral faces and two bases which are
triangles. The sum of the areas of the bases and lateral faces is its surface area.
The triangles are the bases of the prism and rectangles are the lateral.

Number of faces: 5

SURFACE AREA OF PYRAMID

A pyramid has triangular lateral faces that meet on a common vertex called apex.
Its bases are a polygon. The sum of the area of the base and triangular lateral faces
is its surface area. The pyramid consists of four triangles. The base of the pyramid
is a triangle and the lateral faces are also triangle.

Number of faces: 4

C. GUIDED PRACTICE

4.Activities:
Directions: Visualize and describe the surface area of solid figures by completing
the table below, do it on your answer sheet.
Group Activity (Collaborative)
 The teacher will introduce the group activity.
 Each group shall be provided with activity kits.
 The pupils recall the setting standards in doing the Math activity.
 The pupils will do the activity within (5 minutes)
 Each group will be presenting their outputs through differentiated
activities.
 Performance shall be graded using a rubric.
 The teacher will give feedback on the works of the pupils

GROUP 1- Complete the puzzle of the net square pyramid


GROUP 2- Arrange the rumbled definition of rectangular prism
GROUP 3- Make a table chart of triangular prism
GROUP 4- Assemble the cube

 PERFORMANCE RUBRIC

4 3 2
COMPLETION The tasks were Some of the tasks Few of the tasks
done completely, were done were done
neatly and completely, completely,
correctly neatly and neatly and
correctly correctly

D. INDEPENDENT PRACTICE TIMELINESS All the tasks were Some of the tasks Few of the task
done on time. were done on were done on
time. time.
COOPERATION All the members Some the Few of the
participated in members members
the activity. participated in participated in
the activity. the activity.

Using “Show-Me-Board”
The teacher will flash illustrations, descriptions and the learners will identify the
solid figures being described.

1.
CUBE

2. TRIANGULAR PRISM

3. What solid figures that has four triangular lateral faces PYRAMID

4. It has six faces the front, back, top, bottom, left and right RECTANGULAR
PRISM

 What do you call to SUM of all lateral faces and bases of a solid figure?
 What another way to visualize the surface area of solid figures?
E. GENERALIZATION
 Can you give the number of faces of each solid figures: cube rectangle prism,
triangular prism and square pyramid?
 What solid figures can you see inside your house?
F. APPLICATION
 Can you name some?

Directions: Choose the letter of the correct answer. Write your answers on your
answer sheet.

1. It is the sum of all areas of lateral faces and bases of a solid figure.

A. Base area C. Surface area


B. Lateral area D. None of the above

2. A flat pattern that you can fold to form a solid figure is called a/an _________.

A. area C. face
B. edge D. net

3.The surface area of a cube is ____ times the area of its face.

A. three C. five
B. four D. six

4. The sum of the area of the square base and four triangular lateral faces is the
surface area of ___________.

A. cube C. pyramid
B. rectangular prism D. cone

VI. ASSIGNMENT 5.Which of the following visualizes the surface area of a solid figure?

A. lengths C. vertices
B. nets D. vertex

Directions: Fill in the blank. Choose your answers from the box below. Write your
answers on your answer sheet.

1. To get surface area of __________, we get the area of the one circular base and
add it to the area of lateral curved surface which tapes to a point called apex.
2. The two bases of a cylinder are both ______________.
3. The six faces of a cube are all squares. So, to find its surface area, we multiply
the area of square face by ____________.
4. The sum of the areas of the square base and the triangular lateral faces is the
surface area of ___________________.
5. The unit of measure for surface area is square unit. To write it, every unit of
length should be written with exponent of ______

The learner will write their personal insights about the lesson using prompts
below.
I understand that_________________________________.
VII. REFLECTION
I realized that____________________________________.
I need to learn more about_________________________

Prepared by:
MELANIE C. PAGARAN

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