This is my lesson plan :
LESSON PLAN
Name of School : SMA Negeri
1 Kakas
Subject : Math
Class / Program : XII / Science
Semester : Odd
Competency Standard : 1. Use integral concept in
problem solving.
Basic Competence : 1.1. Understand the concept of indefinite integral and the definite integral.
Indicators :
Basic Competence : 1.1. Understand the concept of indefinite integral and the definite integral.
Indicators :
1.
Know the meaning of indefinite integral
2.
Lower properties of indefinite integrals of derivatives
3.
Determine the indefinite integral algebraic and trigonometric functions
Time
Allocation : 90 minute
A. Purpose
a. Students can know the meaning of indefinite integra.
b. Students can lower the properties of indefinite integrals of derivatives.
c. Students can define the indefinite integral of algebraic and trigonometric functions
Character students is expected to:
curiosity, independent, creative, hard work and democratic.
B. Teaching Materials
a. Chain rule to find the derivative of a function.
b. Understanding integral.
c. Indefinite Integral.
C. Methods of Learning
Lectures and discussion.
D.
Prosedurce
Pre-Teaching (10’)
Apersepsi : Recall
material on derivatives of algebraic
functions and trigonometric functions.
Motivation : If
the material is properly controlled, the students are expected to know how to
determine the indefinite integral of algebraic and trigonometric functions.
Whilst-Teaching (70’)
Exploration
In its exploration activities:
In its exploration activities:
- Students are given a stimulus in the form of materials by teachers (other than that instance in the form of worksheets, the task of finding material from books or other supporting books, from the internet / materials related to the environment, or giving examples of materials to be developed participants students, from interactive media, etc.) on how to determine the indefinite integral of a function based on the rules of algebra and trigonometry Integration, and between students and teachers to discuss the material.
- Students communicate orally or presented on how to determine the indefinite integral of algebraic and trigonometric functions.
Elaboration
In this activity, elaboration,
In this activity, elaboration,
c. Students and teachers together to discuss
examples in textbooks about the use of the chain rule to find the derivative of
a function, the determination of the stationary and the type of the stationary
point of a function whose derivatives use chain rule, the determination of the
indefinite integral, the determination of the derivatives of trigonometric
functions , the determination of integrals of trigonometric functions, the
determination of the formula of the function if the derivative function and the
value function is known, the determination of the equation of the curve if
known derivatives and a point on the curve.
d. Students work on a few questions about the use
of the chain rule to find the derivative of a function, the determination of
the stationary value and type of a function, determine the indefinite integral,
derivative determination of trigonometric functions, trigonometric functions
integral determination, determination of the formula of the function if the
derivative function and the value function is known, and determining the
equation of the curve if known derivatives and a point on the curve.
e. Students
and teacher together to discuss answers
to the problems in textbooks.
f. Students work on some exercises in the book as
an individual task.
Confirmation
In confirmation of activities, students:
g. Summing up about things that have not
known
h. Explaining about the things that are
unknown.
Post-Teaching (10’)
a. Students make a summary of the material on the
chain rule to find the derivative function, integral sense, and the indefinite
integral of algebraic and trigonometric functions.
b. Students
and teachers to reflect.
c. Students are given homework associated with the
chain rule to find the derivative function, integral sense, and the indefinite
integral of a function algebra and trigonometry of practice questions in
textbooks that have not been resolved in the classroom or from other
references.
E. Learning Tools and Resources
sources:
- Books, namely books for high school students Mathematics Science by BK Noormandiri,Erlangga.
- Another reference book.
tool:
- Laptops
- LCD
- Books, namely books for high school students Mathematics Science by BK Noormandiri,Erlangga.
- Another reference book.
tool:
- Laptops
- LCD
F. Appraisal
Technique : individual assignments, quizzes, daily tests.
Form of Instruments : a brief description, multiple choice
Technique : individual assignments, quizzes, daily tests.
Form of Instruments : a brief description, multiple choice
Salatiga, November 21th 2012
Knowing,
Head Master Math
Teacher
Drs. Djoni J. Wensen Rommy Najoan, S.Pd
19581020
198503 1 022 19800123
200604 1 008