Investment
multiplier can also be explained with the help of the a diagram, as shown
below:
investment multiplier |
2)
The initial equilibrium is at point A, When AD = C + I
3) An increase in autonomous investment expenditure (∆I) shifts the desired spending function (AD) from AD to AD1 i.e the curve shifts upwards.
Owing
to injection (∆I), level of income
increases from OJ to OK. Increase in income = JK. Compare it with the size of
injection (∆I= EF), we see that increase in income is more than the size of
injection (JK > EF).
Point
B shows higher equilibrium when AD = C + I + ∆I. It shows the impact of
injection (∆I).
4)
A decrease in autonomous investment expenditure (∆I) shifts the desired
spending function (AD) from AD to AD2 i.e the curve shifts
downwards.
Owing
to withdrawal (-∆I), level of income
decreases from OJ to OH. Decrease in income = JH. Compare it with the size of
withdrawal (-∆I= EG), we see that decrease in income is more than the size of
withdrawal (JH > EG).
Point
C shows lower equilibrium when AD = C + I - ∆I. It shows the impact of withdrawal (-∆I).
This offers the conclusion that
‘injections’ and ‘withdrawals’ have multiplier effect on the level of output/
income.
While injections cause a positive
multiplier effect, withdrawals cause a negative multiplier effect.
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