SILABUS SEMESTER 2 MATEMATIKA EKONOMI II

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MATEMATIKA EKONOMI II

Pertemuan Topik Referensi

1 Linear Programming

 Linear Inequality in Two Variable  Linear Programming

 Multiple Optimum Solutions  The Simplex Method

Haeus,

Ch. 7

2 Linear Programming

 Artificial Variable  Minimization  The Dual

Haeus,

Ch. 7

3 Functions of n-Variables  Partial Differentiation

 Second-Order Partial Derivatives  The First-Order Total Differential

 Curvature Properties: Concavity and Convexity  More Properties of Function with Economic

Application

Hoy,

Ch. 11

4-5 Optimization of Functions of n-Variables  First-Order Conditions

 Second-Order Conditions  Direct Restriction on Variables Constrained Optimization

 Constrained Problems and Approaches to Solutions

 Second-Order Conditions for Constrained Optimization

Existence, Uniqueness, and Characterization of Solutions

Hoy,

Ch. 12-13

6-7 Comparative Statics,

 Introduction to Comparative Statics  General Comparative-Statics Analysis  The Envelope Theorem

Hoy,

Ch. 14

UJIAN TENGAH SEMESTER

8 Introduction to Mathematics for Economic Dynamics

 Modelling Time

Linear, First-Order Difference Equations

 Linear, First-Order, Autonomous Difference Equations

 The General, Linear, First-Order Difference Equation

Hoy,

Ch. 17-18

9 Nonlinear, First-Order Difference Equations & Linear, Second-Order Difference Equations

 The Phase Diagram and Qualitative Analysis

Hoy,

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 Cycles and Chaos

 The Linear, Autonomous Second-Order Difference Equation

 The Linear, Second-Order Difference Equations with a Variable Term

10 Linear & Nonlinear, First-Order Differential Equations

 Autonomous Equations  Non-autonomous Equations

 Autonomous Equations and Qualitative Analysis  Two Special Forms of Nonlinear, First-Order

Differential Equations

Hoy,

Ch. 21-22

11 Linear, Second-Order Differential Equations

 The linear, Autonomous, Second-Order Differential Equation

 The linear, Second-Order Differential Equation with a Variable Term

Hoy,

Ch. 23

12-13 Simultaneous Systems of Differential and Difference Equations

 Linear Differential Equation Systems

 Stability Analysis and Linear Phase Diagrams  Systems of Linear Difference Equations

Hoy,

Ch. 24

TEORI EKONOMI MIKRO I

SEJARAH PEMIKIRAN EKONOMI

1 Pendahuluan

 Persoalan Ekonomi  Batasan Ilmu Ekonomi

 Ruang Lingkup Sejarah Pemikiran Ekonomi  Manfaat Studi Sejarah Pemikiran Ekonomi

D Bab 1

S Bab 1

2 Pemikiran Ekonomi Masa Pra-Klasik

 Pemikiran Ekonomi Masa Yunani Kuno  Pemikiran Ekonomi Kaum Skolastik

D Bab 2

MS, Part 1

S Bab 1

3 Pemikiran Ekonomi Masa Pra-klasik

 Era Merkantilisme  Madzab Fisiokratis

D Bab 2

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S Bab 2

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4 Pemikiran Ekonomi Klasik : Adam Smith

 Hakekat Manusia Serakah  Mekanisme Pasar Bebas  Teori Nilai

 Teori Pembagian Kerja  Teori Akumulasi Kapital

D Bab 3

MS Part 2

S Bab 3

Z Bab 3

5 Pemikiran Ekonomi Klasik Lainnya

 Thomas Robert Malthus  David Ricardo

 Jean Baptiste Say  John Stuart Mill

D Bab 4

MS Part 2

S Bab 3, 6

Z Bab 3

6 _{Mazhab Sosialisme}

 Sosialisme sebelum Marx :

Sosialisme Utopis dan Komunitas Bersama

 Sosialisme Marx

 Pembaharuan terhadap Marxisme

D Bab 5,6,7

MS Part 3

S Bab 4

7 _{Mazhab Neo-Klasik}  Pendekatan Marjinal  Mazhab Austrian  Mazhab Lausanne  Mazhab Cambridge

D Bab 8

MS Part 4

Z Bab 6, 7

UJIAN TENGAH SEMESTER

STATISTIK I

1 PENDAHULUAN

 Pengertian dan manfaat statistik  Jenis metode statistik

 Jenis variabel

 Skala Pengukuran Data

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2 DISTRIBUSI FREKUENSI

 Pengertian Distribusi frekuensi

 Distribusi Penyusunan Distribusi Frekuensi  Distribusi Frekuensi relatif dan kumulatif  Steam and leaf displays

 Penyajian Grafik Distribusi Frekuensi

DL Ch. 2

3 PENGUKURAN NILAI SENTRAL

 Pengertian Rat-rata Populasi dan Sampel

 Rata-rata (aritmetik, tertimbang, dan geometrik), median, dan modus, untuk data tidak

berkelompok dan berkelompok

 Pengukuran Kuartil, Desil, dan Persentil

DL Ch. 3

4 PENGUKURAN DISPERSI, SKEWNESS, & KURTOSIS

 Pengertian Dispersi

 Pengukuran Range, Deviasi Rata-rata, Varians dan Standar Deviasi, dan Koefisien Variasi

 Pengukuran Kemencengan (skewness) dan keruncingan (kurtosis)

DL Ch. 4

5 PROBABILITAS

 Permutasi dan Kombinasi

 Pengertian probabilitas (objektif, subjektif, klasik dan empiris)

 Aturan probabilitas : (rules of addition and multiplication)

 Diagram Pohon

DL Ch. 5

6-7 DISTRIBUSI PROBABILITAS

 Pengertian dan jenis-jenis distribusi probabilitas, variabel random, distribusi probabilitas diskret dan kontinyu

 Karakteristik dan perhitungan Distribusi

probabilitas (binomial, hipergeometris, poisson, dan normal)

 Karakteristik dan perhitungan distribusi uniform dan eksponensial

DL Ch. 6-7

UJIAN TENGAH SEMESTER

8 ESTIMASI DAN CONFIDENCE INTERVAL

 Pengertian estimasi titik dan level of confidence  Confidence interval untuk rata-rata populasi  Confidence interval untuk proporsi populasi

DL Ch. 9

9 UJI HIPOTESIS SATU SAMPEL

 Pengertian hipotesis dan uji hipotesis  Kesalahan tipe I dan tipe II

 Tahapan dalam pengujian hipotesis

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 Perbedaan Uji Hipotesis satu arah dan dua arah  Uji hipotesis untuk 1 rata-rata populasi

 Uji hipotesis untuk 1 proporsi populasi

10 UJI HIPOTESIS DUA SAMPEL

 Uji hipotesis untuk 2 rata-rata populasi independen

 Uji hipotesis untuk 2 rata-rata populasi dependen/paired

 Uji hipotesis untuk 2 proporsi populasi

DL Ch. 11

11-12 ANALYSIS OF VARIANCE (ANOVA)

 Konsep ANOVA dan perhitungannya  Karakteristik distribusi F

 Asumsi ANOVA  One-way  Two-way ANOVA

DL Ch. 12

13 CHI-SQUARE

 Karakteristik distribusi Chi-Square  Aplikasi Chi-Square

 Keterbatasan Chi-Square

DL Ch. 15

UJIAN AKHIR SEMESTER

TEORI MAKRO I

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EKONOMI PUBLIK

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