Solow Growth Model and its Contribution to Economic Growth Theory, Lecture notes of Development Economics

THIS EXPLAIN THE CONTRIBUTION OF THE SOLOW MODEL TO THE THEORY OF ECONOMIC GROWTH GIVEN THE DIVERSITY OF DEVELOPING COUNTRIES

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DEPARTMENT OF ECONOMICS AND
COMMERCE
DEVELOPMENT ECONOMICS
PRESENTATION
GROUP 3
QUESTION: EXPLAIN THE CONTRIBUTION OF THE SOLOW MODEL TO THE THEORY OF
ECONOMIC GROWTH GIVEN THE DIVERSITY OF DEVELOPING COUNTRIES?
COMPILED BY: Jeffery S. Fofanah (AKA Young
Solow)
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DEPARTMENT OF ECONOMICS AND

COMMERCE

DEVELOPMENT ECONOMICS

PRESENTATION

GROUP 3

QUESTION: EXPLAIN THE CONTRIBUTION OF THE SOLOW MODEL TO THE THEORY OF

ECONOMIC GROWTH GIVEN THE DIVERSITY OF DEVELOPING COUNTRIES?

COMPILED BY: Jeffery S. Fofanah (AKA Young

Solow)

CONTENT

1.INTRODUCTION

2.BACKGROUND OF THE SOLOW GROWTH MODEL

3. i. THE MODEL

ii. THE MODEL AND THE STEADY STATE

iii. THE CONTRIBUTIONS OF THE MODEL

**4. SHORT COMINGS OF THE MODEL

  1. CONCLUSION**
BACKGROUND OF THE SOLOW GROWTH MODEL

The Neo-classical model was an extension of the 1946 Harrod –

Dormar model that included a new term productivity growth.

Solow extended the Harrod- Dormar model by adding labour as a factor

of production and capital output ratios that are not fixed as they are in

the Harrod – Dormar model.

Solow sees the fixed proportions of production function as a “crucial

assumption” to the instability result in the Harrod- Dormar model.

Important contributions to the model; came from the work done by

Solow and Swan in 1956, who independently developed relatively

simple growth model.

THE MODEL

Solow (1956) criticizes the Keynesian Harrod-Dormar long

term growth model for the crucial assumption that

production takes place under conditions of fixed

proportions.

Thus, Solow (1956) proposed a model of long-run growth

“which accepts all the Harrod-Dormar assumptions except

that of fixed proportion” in production.

It considers labor-capital substitution, that is, the change

in production technique as a response to changes in

relative prices of labor and capital.

Why do poor countries grow faster

than richer countries?

Robert Solow presented two types of growth that

helps us understand this concept

CATCHING-UP GROWTH: Growth due to capital

accumulation

TING-EDGE GROWTH: It is a growth that is based on

eloping new ideas, innovations and entrepreneurship

Due to diminishing returns to

capital, countries with small

capital stocks should grow

rapidly. Eg China

  • Why don’t all poor countries

grow rapidly?

THE MODEL AND THE STEADY STATE

Deriving the production function

Y = f(K, L)

Zy = f(zK,

zL)

y =

f(k)

Per worker production function

This shows how much output one worker produce

using k unit of capital

Deriving the investment function

Y = C + I +

G

G=

Assuming a closed economy

Y = C + I

Introduce (s) = the saving

rate, the function of income

that is saved

Government spending

investmen

t

outpu

t

Consumpti

on

S =

sYS = I

Y = C

+ I

Y = C +

sY

Y- sY = C

i = Y - C

Saving (per worker) =

Y - C

= Y – (1 – s) Y

= sY

National income identity is

Y = C + I

i = sY

From the result

above

i =

s*f(k)

Capital

Outpu

t

Y =

f(k)

Depreciati

on

CAPITAL

ACCUMULATION

CAPITAL

DEEPENING

Is increasing the amount of capital per

worker.

CAPITAL

WIDENING

Is the equipping of new workers with capital,

as the population grows.

Outp

ut

Y =

f(k)

Depreciat

ion

Capital stock

Investme

nt

K*
GDP =
I = D
Y 1
Y

Steady state

capital stock

Steady state

capital output

t happen to the model if savings increases?

Outp

ut

Y =

f(k)

Depreciat

ion

Capital stock

Investme

nt

K*
GDP =

I = D

Y 1
Y

Steady state capital

stock

Steady state

capital output

0 K*

Y

New Steady state

capital output

New

Investment