Given the Keynesian consumption function, how would a cut in income tax rates affect consumption? Explain your answer.

Expert Answers

An illustration of the letter 'A' in a speech bubbles

A cut in income tax rates is likely to increase the consumption because people have more money to spend. According to the Keynesian consumption function, real consumption is a function of real income. It means that the more a person earns, the more likely they are to consume. The amount of income that a person spends on consumption is known as disposable income. The disposable income can either increase because of a pay rise or a government policy. In this case, the government decides to lower tax rates meaning that people will keep more of their income. As a result, they will be more willing to consume. The willingness to consume is also known as the marginal propensity to consume.

Approved by eNotes Editorial Team
An illustration of the letter 'A' in a speech bubbles

A cut in income tax rates would be one part of a classic Keynesian fiscal policy approach to combatting a recession.

Keynesians emphasize the importance of aggregate demand in macroeconomics.  That means that, to them, an income tax cut is important because it will increase aggregate demand.

It will do this by increasing consumption.  A tax cut will give people a higher disposable income.  By definition, looking at the equation for the consumption function, an increase in disposable income makes for an increase in consumption.

This is because C = a + c Yd where

a is autonomous spending, c is mpc and Yd is discretionary income.

If Yd goes up and everything else is constant, C (consumption) must go up as well.

Approved by eNotes Editorial Team
Soaring plane image

We’ll help your grades soar

Start your 48-hour free trial and unlock all the summaries, Q&A, and analyses you need to get better grades now.

  • 30,000+ book summaries
  • 20% study tools discount
  • Ad-free content
  • PDF downloads
  • 300,000+ answers
  • 5-star customer support
Start your 48-Hour Free Trial