Lesson Plan Matematika dengan Metode NHT (Number Head Together)
LESSON PLAN
School: SDH Daan Mogot Grade level:
VII / 2nd Semester Subject: Mathematic Topic: Set Time
Allocation: 2 x 40 minutes Date: March 2017
SK: 4.
Use concept of set and Venn diagram to solve problems
KD: 4.3 Use union, intersection,
difference, and complement of set
Indicator:
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Explain the definition the union, intersection, and difference of two
sets in group discussion
-
Determine the union, intersection, and
difference of two sets in students worksheet by
working in a group
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DIAGNOSIS
Students’ prior
knowledge, attitudes
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Before entering this
lesson:
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Student must understand
about the definition and notation of set
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Student must master the
concept of subset
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Students are able to determine
member and non-member of set.
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Student master about
the concept of Venn diagram
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Students are able to
serve data in Venn Diagram
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LEARNING OBJECTIVES
Cognitive
Affective
Psychomotor
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Cognitive:
-
Students will be able
to explain the definition of the union, intersection, and difference of two
sets in group discussion correctly
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Students will be able
to find one example of union, intersection, and difference of two sets by
writing it in their own note books correctly
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Students will be able
to solve problems about the union, intersection, and difference of two sets
in students worksheet by working in a group minimal 4 out of 5 problems
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Students will be able
to solve problems given about the
union, intersection, and difference of two sets in front of the class structurally
Affective:
-
Students will be able
to listen to the opinion of other students at class and group discussion patiently
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Students will be able
to involve their selves in group and class discussion actively
Psychomotor
-
Students will be able
to write the answer of their group discussion in the white board systematically
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Students will be able
to retell material given by the teacher to one of their friends in the same
group fluently
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Learning Strategy
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cooperative learning
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Learning Method
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Number Head Together (NHT)
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Activity
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Procedure
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Materials
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Time
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OPENING
Attention-getting
Purpose of lesson
Transfer (links with knowledge)
Motivation for learning
Check for Understanding
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ü Teacher greets the students generally
ü Teacher explains the agendas of today’s lesson and
writes them at the right side of whiteboard.
ü Teacher point one of the students to open the class
in prayer
ü Teacher explains the LOs of today’s class which are
displayed at PPT
ü Teacher motivates students to learn by giving them
the explanation about the importance of today’s lesson
ü Teacher checks students understanding by asking them
to analyze the members of every set in a Venn diagram
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PPT
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5
minutes
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PRESENTATION
Explain Information
Demonstrate
Use concrete Examples (& non)
Check for Understanding
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By using
cooperative learning model: Number Head Together (NHT)
Step 1: Create group
ü Teacher divides students into 9 groups based on
absence order. The first 7 groups contain 5 students while the
last 2 groups contain 4 students.
ü Teacher asks students to name their groups with one
of city name in Indonesia
ü Teacher asks students to give number (1-5) to each student
in their group randomly
Step 2: Conduct material
ü Teacher explains the definition of intersection,
union and difference of two set which showed at PPT and written at whiteboard
by the teacher
ü Teacher asks every student in a group to retell the
definition of intersection, union and difference of two sets to a friend at
their right side
ü Teacher explains one example of intersection, union,
and difference of two set and how to dram it in Venn diagram
ü Teacher asks students to find another example about
intersection, union and difference of two sets and write it in their note
book
ü Teacher lets the students to asks about the part
that they still confused
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43 small pieces of
paper contains number 1-5
PPT, white board and board
marker
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3
Minutes
15 minutes
|
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GUIDED PRACTICE
Related to the Learning
Overt Behavior (ie active)
Practice without Penalty
Check for Understanding-
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Step 3: Group discussion
ü Teacher gives student’s worksheet which contains 5 problems
about intersection, union, and difference of two set to the students
ü The teacher asks students to discuss about the
problems and try to answer the problems
Step 4: Giving Answer
ü Teacher mention a number randomly to answer the 1st
question
ü Teacher asks every student who has the same number mentioned
by teacher to raised their hand
ü Teacher asks every students who raise their hand to writes
their answer in the whiteboard
ü Teacher confirm the students answer and concludes
the right answer of the 1st number
ü Teacher repeat steps 4 until all the numbers of
question are answered.
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Students worksheet
White board, board
marker
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25
Minutes
22 minutes
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CLOSURE
Statement of the Learning from
Students
Knowledge of Results for Teacher
Another Check for Understanding
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Step 5: Conclusion
ü Teacher conclude today’s lesson about the definition
and how to determine the union, intersection, and difference of two sets
ü Teacher thanks the students for their participation
in the class
ü Teacher choose one of the students to close the class in prayer
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8 minutes
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INDEPENDENT PRACTICE
Purpose
Readiness
Kinds and Levels
Time and Feedback
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ü Teacher reminds the students to do their homework about
the union, intersection, and difference of two sets
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2 minutes
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EVALUATION
Teacher
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Student
Feedback
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Prepared
by, Approved
by,
_________________
___________________
Student
Teacher Teacher
Homework
Intersection, Union and Difference of Two Sets
1.
Known: A={prime numbers less than 10}
B= {Odd number between 1 and 12}
a.
Find A ∩ B with member registration
b.
Draw Venn Diagram and
shade the area of A ∩ B
2.
Known: P={m, e, n, g, h,
i, a, s}
Q= {k, e, h, i, d, u, p, a, n}
a.
Find P ∩ Q with member registration
b.
Draw Venn Diagram and
shade the area of P ∩ Q
3.
Known: C= {i, n, a}
D= {a, n, i}
a.
Find C ∪ D with member registration
b.
Draw Venn Diagram and
shade the area of C ∪ D
4.
Known: R= {count numbers
multiples of 2 less than 16}
S= {count numbers multiples of 4 less than
13}
a.
Find R ∪ S with member registration
b.
Draw Venn Diagram and
shade the area of R ∪ S
5.
Known E= {x| 1 < x
< 8}
F= {x| -1< x < 6}
a.
Find E – F
b.
Find F– E
6.
Known: T= {x| -3< x < 5, x are integers}
U= {y| y are integers
between -3 and 8}
c.
Find T – U
d.
Find U– T
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