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Payday is here! Whether it's every week, two weeks, or a month, you have two decisions to make when you deposit your paycheck: spend or save. Believe it or not, this one decision you make is incredibly important when governments are determining fiscal policy actions. Saving and spending your money will have a big influence on GDP due to the tax multiplier effect. Continue reading our article to understand why these two simple decisions are pivotal for fiscal policy actions!
The tax multiplier in economics is defined as the factor by which a change in taxes will alter GDP. With this tool, the government is able to decrease (increase) taxes by the exact amount that they need GDP to rise (decline). This allows the government to make a precise tax change rather than an estimation.
Whether it's every week, two weeks, or a month, you have two decisions to make when you deposit your paycheck: spend or save. Saving and spending your money will have a big influence on GDP due to the tax multiplier effect.
A 10% decrease in taxes will not yield a 10% increase in aggregate demand. The reason for that is outlined in our paycheck example above — when you receive some transfer, you will choose to save and spend some portion of it. The portion you spend will contribute to aggregate demand; the portion you save will not contribute to aggregate demand.
But how can we determine the change in GDP after altering taxes?
The answer is - through the tax multiplier!
Calculating Taxes, pixabay
The simple tax multiplier is another way people often refer to the tax multiplier.
You may see it referred to like both — do not get confused!
Depending on whether fiscal policy actions increase or decrease taxes will change the tax multiplier effect. Taxes and consumer spending are inversely related: increasing taxes will decrease consumer spending. Therefore, governments need to know what the current state of the economy is before altering any taxes. A recessionary period will call for lowers taxes, whereas an inflationary period will call for higher taxes.
The multiplier effect occurs when money can be spent by consumers. If more money is available to consumers, then more spending will occur — this will lead to an increase in aggregate demand. If less money is available to consumers, then less spending will occur — this will lead to a decrease in aggregate demand. Governments can utilize the multiplier effect with the tax multiplier equation to alter aggregate demand.
Figure 1. Increasing aggregate demand, StudySmarter Originals
The graph above shows an economy in a recessionary period at P1 and Y1. A tax decrease will allow customers to spend more of their money since less of it is going to taxes. This will increase aggregate demand and allow the economy to reach equilibrium at P2 and Y2.
The tax multiplier equation is the following:
The marginal propensity to consume (MPC) is the amount a household will spend from each additional $1 added to their income. The marginal propensity to save (MPS) is the amount a household will save from each additional $1 added to their income. The formula also has a negative sign in front of the fraction since a decrease in taxes will increase spending.
The MPC and MPS will always equal 1 when added together. Per $1, any amount that you do not save will be spent, and vice versa. Therefore, MPC and MPS must equal 1 when added together since you can only spend or save part of the $1.
Marginal Propensity to Consume (MPC) is the amount a household will spend from each additional $1 added to their income.
Marginal Propensity to Save (MPS) is the amount a household will save from each additional $1 added to their income.
Tax and Spending Multiplier Relationship
The tax multiplier will increase aggregate demand by a smaller amount than the spending multiplier. This is because when a government spends money, it will spend the exact amount of money that the government agreed to — say $100 billion. In contrast, a tax cut will incentivize people to spend only a portion of the tax cut while they save the rest. This will always lead to the tax cut being "weaker" in comparison to the spending multiplier.
Learn more in our article - Expenditure Multiplier!
Let's look at a tax multiplier example. Governments use the tax multiplier to determine what the change in taxes should be. Simply knowing whether to increase or decrease taxes is not sufficient. We will go over two examples.
We will have to make a few assumptions to complete an example. We will assume that the government plans to increase taxes by $50 billion, and the MPC and MPS is .8 and .2 respectively. Remember, they both have to add up to 1!
What does the answer tell us? When the government raises taxes by $50 billion, then the spending will go down by $200 billion given our tax multiplier. This brief example provides the government with very important information.
This example shows that governments need to carefully alter taxes to get an economy out of an inflationary or recessionary period!
We went over a brief example of how spending is affected by a change in taxes. Now, we will look at a more practical example of how governments may use the tax multiplier to address a specific economic issue.
We will have to make a few assumptions to complete this example. We will assume that the economy is in a recession and needs to increase spending by $40 billion. The MPC and MPS is .8 and .2 respectively.
How should the government change its taxes to address the recession?
What does this mean? If the government wants to increase spending by $40 billion, then the government needs to decrease taxes by $10 billion. Intuitively, this makes sense — a decrease in taxes should stimulate the economy and incentivize people to spend more.
The tax multiplier is the factor by which a change in taxes will alter GDP.
The tax multiplier is calculated with the following equation: –MPC/MPS
The tax multiplier is less effective because a tax cut will incentivize people to spend only a portion of the tax cut. This does not happen with government spending. This will always lead to the tax cut being "weaker" in comparison to a direct transfer of money.
The tax multiplier formula is the following: –MPC/MPS
The different types of multipliers are money multiplier, spending multiplier, and tax multiplier.
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