\[\mathrm{APS}=\frac{S}{Y}\]
Where:
- S = total saving
- Y = total income
Define investment multiplier.
Investment multiplier or simply ‘multiplier’ implies that any change in the investment leads to a corresponding change in the income and output by multiple times. That is, in other words, the change in the income and output is more than (or multiple times) the change in investment. For example, if investment increases by 10%, then the corresponding increase in the income and output will be more than (let's say 30% or 40%) the increase in the investment. Algebraically, the investment multiplier is expressed as a ratio of the change in output to the change in investment.
The investment multiplier is defined as the multiple amount by which income increases as a result of increase in investment expenditure.
Aggregate demand (AD) is the total planned spending on domestically produced final goods and services in an economy during a given period.
AD = C + I + G + (X − M)
Where:
\[\mathrm{MPS}=\frac{\Delta S}{\Delta Y}\]
Where:
\[K=\frac{\Delta Y}{\Delta I}\]
where: