1 Pertemuan Kesembilan Sampling and Data Collection Matakuliah: MN J0412/ Riset Pemasaran Tahun: 2007 Versi:

Slides:



Advertisements
Similar presentations
1 Pertemuan > > Matakuliah: >/ > Tahun: > Versi: >
Advertisements

1 Pertemuan 07 Hitung Peluang Matakuliah: I0134 – Metoda Statistika Tahun: 2005 Versi: Revisi.
Pendugaan Parameter Nilai Tengah Pertemuan 13 Matakuliah: L0104 / Statistika Psikologi Tahun : 2008.
1 Pertemuan 12 Binary Search Tree Matakuliah: T0026/Struktur Data Tahun: 2005 Versi: 1/1.
1 Pertemuan 22 Radix Sort Matakuliah: T0016/Algoritma dan Pemrograman Tahun: 2005 Versi: versi 2.
Peubah Acak Kontinu Pertemuan 09 Matakuliah: L0104 / Statistika Psikologi Tahun : 2008.
1 Pertemuan 04 Ukuran Pemusatan dan Penyebaran Matakuliah: I0134 – Metoda Statistika Tahun: 2005 Versi: Revisi.
1 Pertemuan 15 Pendugaan Parameter Nilai Tengah Matakuliah: I0134 – Metode Statistika Tahun: 2007.
1 Pertemuan 26 Object Relational Database Management System (Lanjutan) Matakuliah: M0174/OBJECT ORIENTED DATABASE Tahun: 2005 Versi: 1/0.
1 Pertemuan 23 Object database design (Lanjutan bagian 2) Matakuliah: M0174/OBJECT ORIENTED DATABASE Tahun: 2005 Versi: 1/0.
1 Pertemuan 07 Pendugaan Parameter Matakuliah: I0262 – Statistik Probabilitas Tahun: 2007 Versi: Revisi.
1 Pertemuan 13 BACK PROPAGATION Matakuliah: H0434/Jaringan Syaraf Tiruan Tahun: 2005 Versi: 1.
DATA COLLECTION AND SAMPLING MKT525. DATA COLLECITON 4 Telephone 4 Mail 4 Panels 4 Personal Interviews 4 Internet.
1 Pertemuan Pertama Introduction to Marketing Research Matakuliah: MN J0412/ Riset Pemasaran Tahun: 2007 Versi:
1 Pertemuan 5 The structure part of object data model Matakuliah: M0174/OBJECT ORIENTED DATABASE Tahun: 2005 Versi: 1/0.
1 Pertemuan 09 Peubah Acak Kontinu Matakuliah: I0134 – Metode Statistika Tahun: 2007.
1 Pertemuan 21 Audit Reporting Matakuliah:A0274/Pengelolaan Fungsi Audit Sistem Informasi Tahun: 2005 Versi: 1/1.
1 Pertemuan 07 Peubah Acak Diskrit Matakuliah: I0134 -Metode Statistika Tahun: 2007.
1 Pertemuan 11 QUIZ Matakuliah: J0274/Akuntansi Manajemen Tahun: 2005 Versi: 01/00.
1 Pertemuan 06 Sebaran Penarikan Contoh Matakuliah: I0272 – Statistik Probabilitas Tahun: 2005 Versi: Revisi.
1 Pertemuan 20 Time & Condition Clauses with Future reference Matakuliah: G0134 – Grammar III Tahun: 2005 Versi: revisi 1.
1 Pertemuan 1 Pendahuluan-1 Matakuliah: A0064/Statistik Ekonomi Tahun: 2005 Versi: >
1 Pertemuan 18 I wish, If only Matakuliah: G0134 – Grammar III Tahun: 2005 Versi: revisi 1.
1 Pertemuan 12 Sampling dan Sebaran Sampling-2 Matakuliah: A0064 / Statistik Ekonomi Tahun: 2005 Versi: 1/1.
7-1 Chapter Seven SAMPLING DESIGN. 7-2 Sampling What is it? –Drawing a conclusion about the entire population from selection of limited elements in a.
1 Pertemuan 09 Pengujian Hipotesis 2 Matakuliah: I0272 – Statistik Probabilitas Tahun: 2005 Versi: Revisi.
1 Pertemuan #3 Clocks and Realtime Matakuliah: H0232/Sistem Waktu Nyata Tahun: 2005 Versi: 1/5.
1 Pertemuan 05 Peubah Acak Kontinu dan Fungsi Kepekatannya Matakuliah: I0262 – Statistik Probabilitas Tahun: 2007 Versi: Revisi.
Chapter 8 Selecting Research Participants. DEFINING A POPULATION BY A RANDOM NUMBERS TABLE  TABLE 8.1  Partial Page of a Random Numbers Table  ____________________________________________________________________________.
1 Pertemuan 8 The Object Definition Language (Lanjutan) Matakuliah: M0174/OBJECT ORIENTED DATABASE Tahun: 2005 Versi: 1/0.
1 Pertemuan 11 Sampling dan Sebaran Sampling-1 Matakuliah: A0064 / Statistik Ekonomi Tahun: 2005 Versi: 1/1.
Types of Control I. Measurement Control III. Experimental Control II. Statistical Control (Reliability and Validity) (Internal Validity) (External Validity)
I The Vocabulary of Sampling Statistical Control - Sampling II Types of Samples IV Determining Sample Size III Testing Samples.
Chapter XI Sampling: Design and Procedures. Chapter Outline Chapter Outline 1) Overview 2) Sample or Census 3) The Sampling Design Process i. Define the.
TRIANGLES, PROBABILITY, AND AMAZEMENT A CONNECTED EXPERIENCE FOR THE CLASSROOM JIM RAHN
1 Pertemuan 16 Pendugaan Parameter Matakuliah: I0134 – Metoda Statistika Tahun: 2005 Versi: Revisi.
CHAPTER 12 DETERMINING THE SAMPLE PLAN. Important Topics of This Chapter Differences between population and sample. Sampling frame and frame error. Developing.
McGraw-Hill/Irwin © 2003 The McGraw-Hill Companies, Inc.,All Rights Reserved. Part Two THE DESIGN OF RESEARCH.
The Logic of Sampling. Methods of Sampling Nonprobability samplesNonprobability samples –Used often in Qualitative Research Probability or random samplesProbability.
Sampling distributions chapter 6 ST 315 Nutan S. Mishra Department of Mathematics and Statistics University of South Alabama.
Stratified and Cluster Sampling Chapter 16. Stratified Sample SLIDE 16-1 A probability sample in which: The parent population is divided into mutually.
Chapter 10 Sampling: Theories, Designs and Plans.
Aplikasi Sebaran Normal Pertemuan 12 Matakuliah: L0104 / Statistika Psikologi Tahun : 2008.
McGraw-Hill/IrwinCopyright © 2014 by The McGraw-Hill Companies, Inc. All rights reserved. SAMPLING Chapter 14.
1 Pertemuan Kedelapan Measuring Attitudes Perceptions and Preferences Matakuliah: MN J0412/ Riset Pemasaran Tahun: 2007 Versi: 1 September 2005/ Revisi.
Distribusi Peubah Acak Khusus Pertemuan 08 Matakuliah: L0104 / Statistika Psikologi Tahun : 2008.
Sebaran Normal dan Normal Baku Pertemuan 11 Matakuliah: L0104 / Statistika Psikologi Tahun : 2008.
Algebra. Factorials are noted by the expression n! and reads “n factorial”
Peubah Acak Diskrit Pertemuan 07
Pertemuan 01 Data dan Statistika
Pertemuan 10 Analisis data -I
Pertemuan 11 Sebaran Peluang Hipergeometrik dan Geometrik
Pertemuan 20 Building Object Database Application (Lanjutan bagian 3)
Pertemuan 22 The Business Views of the Technology Architecture
Part Two THE DESIGN OF RESEARCH
Lesson 2.9 Objective: Probability permutations and combinations
Pertemuan 17 Pengujian Hipotesis
Pertemuan 13 Pendugaan Parameter Nilai Tengah
Pertemuan 13 Sebaran Seragam dan Eksponensial
Developing the Sampling Plan
Meeting-6 SAMPLING DESIGN
محيط پژوهش محيط پژوهش كه قلمرو مكاني نيز ناميده مي شود عبارت است از مكاني كه نمونه هاي آماري مورد مطالعه از آنجا گرفته مي شود .
MKT 416 Chapter 11: Sampling Design and Procedures
Types of Control I. Measurement Control II. Statistical Control
نمونه گيري و انواع آن تدوین کننده : ملیکه سادات ابراهیمی
Social Research Methods MAN-10 Erlan Bakiev, Ph. D
Exploring Partially ordered sets
Sampling: How to Select a Few to Represent the Many
Sampling Basics, Nonprobability and Simple Random Samples
Metode Penelitian Pertemuan 10.
Presentation transcript:

1 Pertemuan Kesembilan Sampling and Data Collection Matakuliah: MN J0412/ Riset Pemasaran Tahun: 2007 Versi:

2 Learning Outcomes Pada akhir pertemuan ini, diharapkan mahasiswa akan mampu : Mahasiswa dapat menyisihkan sampel dan populasi tanpa menghilangkan unsur

3 Outline Materi Materi 1: Required Steps in Sampling Materi 2: Types of Sampling Plans Materi 3: Non Probability Samples Materi 4:Probability Samples Materi 5: Sample Size

4 6-Step Procedure for Drawing a Sample Define the Target Population Identify the Sampling Frame Select a Sampling Procedure Determine the Sample Size Select the Sample Elements Collect the Data from the Designated Elements Step 1 Step 2 Step 4 Step 3 Step 5 Step 6

5 Classification of Sampling Techniques Sampling Designs Nonprobability Samples Convenience Judgment Quota Probability Samples Simple Random Statified Proportionate Disproportionate Cluster Systematic Area

6 Distribution of Sample Means for Different Samples Sizes, Population Shapes n = 2 Populations n = 5 Sampling Distributions of mean n = 30

7 Relationship Between Parameters of Parent Population and Derived Population ABCDEFABCDEF ElementTotal Parent Population Mean:   X i N Variance:  2   (X i -  ) 2 (3-10.5) ( ) 2 N 6 = = = = = = = 10.5

8 Derived Population of All Possible Distinguishable Samples ABC ABD ABE ABF ACD ACE ACF ADE ADF AEF BCD BCE BCF BDE BDF BEF CDE CDF CEF DEF ElementTotalMean X j

9 Derived Population Mean: =( ) 2 + (7-10.5) ( ) 2 20 Variance:  2  = 5.25 E( x )  x L  x j j =1 L L  ( x j j =1 L - E(x)) 2 20 == = = 10.5 = _x_x

10 Distribution of Variables in Parent and Derived Population Values of x Values of X Absolute Frequency Absolute Frequency

11 Example Calculations of Generating a Confidence Interval with a Stratified Sample III IIIIV n 1 = 100 x 1 =  X i1 = 3.2 n1n1 x 1 ) 2  (X i1 =.14 n1n1 s 1 2 = ^ n 3 = 100 x 3 =  X i3 = 5.8 n3n3 x 3 ) 2  (X i3 =.20 n3n3 s 3 2 = ^ n 4 = 100 x 4 =  X i4 = 7.2 n4n4 x 4 ) 2  (X i4 =.18 n4n4 s 4 2 = ^ n 2 = 100 x 2 =  X i2 = 4.6 n2n2 x 2 ) 2  (X i2 =.12 n2n2 s 2 2 = ^

12 Size and Strata in Parent Population N 1 = N 2 = N 3 = N 4 = N = x st = = 1/10(3.2) + 5/10(4.6) + 3/10(5.8) + 1/10(7.2) = 5.08 = (1/10) 2 (.14) + (5/10) 2 (.12) + (3/10) 2 (.20) (1/10) 2 (.18) = =.0226 NhxhNhxh N  L h=1 WhxhWhxh  L s x st =  L h=1 Whs2xhWhs2xh = NhNh N 2 (s h ) 2 nhnh ^  L h=1 2 s x st = I. II. III. IV ()