|
1.
|
Faculty /Study Program
|
: MIPA/Mathematics
Education
|
|
2.
|
Subject
& Code
|
: Elementary Statistics,
MAA 306
|
|
3.
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The number of SKS
|
: Theory : 2 sks
Practice : 1 sks
|
|
4.
|
Semester
and Duration
|
: II, Duration : 100 minutes
|
|
5.
|
Based
Competency
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: To understand
discrete probability distributions
|
|
6.
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Achievement Indicator
|
:
|
a) Student
can explain Poisson
and hypergeometric distributions
b) Student
can solve probability problems using Poisson and
hypergeometric distribution
7. Material : Poisson
and hypergeometric distributions
8. Lecture Activity :
15
|
Step
Component
|
Activity
|
Duration
|
Method
|
Media
|
References
|
|
Introduction
|
Explain
briefly the material (discrete
probability distribution)
|
20’
|
Discussion and
Exercise
|
LCD,
white/black
board
|
A: 180-217
B: 265-327
|
|
Main
Activities
|
1. Explain the probability
of
mass
function of Poisson
random variable
2. Explain
the probability of mass
function of
hypergeometric random variable
3. Do exercise
and discuss the results
|
60’
|
|||
|
Closing
Activity
|
Conclude the entire materials and give
tasks
|
10’
|
|||
|
Further
Activities
|
Invite the students to ask or give an
opinion about the materials
|
10’
|
9. Evaluation
The evaluation is
performed based on
the student activities
in discussion, doing exercise.
10. References
A. Triola,
Mario F. 2004. Elementary Statistics. New
York:
Addison-Wesley.
B. Weiss,
Neil A. 1995. Introductory to Statistics. New
York:
Addison-Wesley.
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