SILABUS SEMESTER 2 MATEMATIKA EKONOMI II

MATEMATIKA EKONOMI II
Pertemuan
1

2

3

4-5

6-7

Topik
Linear Programming
 Linear Inequality in Two Variable
 Linear Programming
 Multiple Optimum Solutions
 The Simplex Method
Linear Programming
 Artificial Variable
 Minimization

 The Dual
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
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
Comparative Statics,

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

Referensi
Haeus,
Ch. 7

Haeus,
Ch. 7

Hoy,
Ch. 11

Hoy,
Ch. 12-13

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

Hoy,
Ch. 17-18

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9



The Phase Diagram and Qualitative Analysis

Hoy,
Ch. 19-20

Cycles and Chaos
The
Linear,
Autonomous
Second-Order
Difference Equation
 The Linear, Second-Order Difference Equations
with a Variable Term
Linear & Nonlinear, First-Order Differential
Equations
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

10

Autonomous Equations
Non-autonomous Equations
Autonomous Equations and Qualitative Analysis
Two Special Forms of Nonlinear, First-Order
Differential Equations
Linear, Second-Order Differential Equations

Hoy,
Ch. 21-22

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11

The

linear,
Autonomous,
Second-Order
Differential Equation
 The linear, Second-Order Differential Equation
with a Variable Term
Simultaneous Systems of Differential and
Difference Equations
 Linear Differential Equation Systems
 Stability Analysis and Linear Phase Diagrams
 Systems of Linear Difference Equations


12-13

Hoy,
Ch. 23

Hoy,
Ch. 24

TEORI EKONOMI MIKRO I

SEJARAH PEMIKIRAN EKONOMI
Pertemuan
1

Topik

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2

Persoalan Ekonomi
Batasan Ilmu Ekonomi
Ruang Lingkup Sejarah Pemikiran Ekonomi
Manfaat Studi Sejarah Pemikiran Ekonomi

Pemikiran Ekonomi Masa Pra-Klasik
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3

Referensi

Pendahuluan

Pemikiran Ekonomi Masa Yunani Kuno
Pemikiran Ekonomi Kaum Skolastik

Pemikiran Ekonomi Masa Pra-klasik



Era Merkantilisme
Madzab Fisiokratis

D Bab 1
S Bab 1

D Bab 2
MS, Part 1
S Bab 1
D Bab 2
MS, Part 1

S Bab 2
Z Bab 2

4

Pemikiran Ekonomi Klasik : Adam Smith
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5

Hakekat Manusia Serakah
Mekanisme Pasar Bebas
Teori Nilai
Teori Pembagian Kerja
Teori Akumulasi Kapital

Pemikiran Ekonomi Klasik Lainnya
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6

Thomas Robert Malthus
David Ricardo
Jean Baptiste Say

John Stuart Mill

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
7

MS Part 2
S Bab 3
Z Bab 3

D Bab 4
MS Part 2
S Bab 3, 6
Z Bab 3
D Bab 5,6,7

Mazhab Sosialisme


D Bab 3

Sosialisme sebelum Marx :
Sosialisme Utopis dan Komunitas Bersama

MS Part 3
S Bab 4

Sosialisme Marx
Pembaharuan terhadap Marxisme

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
Topik

Pertemuan

1

PENDAHULUAN
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Pengertian dan manfaat statistik
Jenis metode statistik
Jenis variabel
Skala Pengukuran Data

Referensi
DL Ch. 1

2

DISTRIBUSI FREKUENSI

DL Ch. 2

3

 Pengertian Distribusi frekuensi
 Distribusi Penyusunan Distribusi Frekuensi
 Distribusi Frekuensi relatif dan kumulatif
 Steam and leaf displays
 Penyajian Grafik Distribusi Frekuensi
PENGUKURAN NILAI SENTRAL

DL Ch. 3

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
PENGUKURAN DISPERSI, SKEWNESS, &
KURTOSIS
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

4

DL Ch. 4

Pengertian Dispersi
Pengukuran Range, Deviasi Rata-rata, Varians dan
Standar Deviasi, dan Koefisien Variasi
 Pengukuran Kemencengan (skewness) dan
keruncingan (kurtosis)
PROBABILITAS

DL Ch. 5

Permutasi dan Kombinasi
Pengertian probabilitas (objektif, subjektif, klasik
dan empiris)
 Aturan probabilitas : (rules of addition and
multiplication)
 Diagram Pohon
DISTRIBUSI PROBABILITAS

DL Ch. 6-7

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5

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6-7

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8

ESTIMASI DAN CONFIDENCE INTERVAL

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9

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
UJIAN TENGAH SEMESTER

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

UJI HIPOTESIS SATU SAMPEL
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


DL Ch. 9

Pengertian hipotesis dan uji hipotesis
Kesalahan tipe I dan tipe II
Tahapan dalam pengujian hipotesis

DL Ch. 10

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10

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

UJI HIPOTESIS DUA SAMPEL

DL Ch. 11

Uji hipotesis untuk 2 rata-rata populasi
independen
 Uji hipotesis untuk 2 rata-rata populasi
dependen/paired
 Uji hipotesis untuk 2 proporsi populasi
ANALYSIS OF VARIANCE (ANOVA)

DL Ch. 12

 Konsep ANOVA dan perhitungannya
 Karakteristik distribusi F
 Asumsi ANOVA
 One-way
 Two-way ANOVA
CHI-SQUARE

DL Ch. 15

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11-12

13

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Karakteristik distribusi Chi-Square
Aplikasi Chi-Square
Keterbatasan Chi-Square
UJIAN AKHIR SEMESTER

TEORI MAKRO I

EKONOMI MONETER I

EKONOMI PUBLIK

EKONOMI REGIONAL