AP_Krugman_Textbook

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module 16 Income and Expenditure 163


Section 4 National Income and Price Determination

Figure 16.2 shows what Equation 16-5 looks like graphically, plotting ydon the hor-
izontal axis and con the vertical axis. Individual household autonomous consumer
spending,a,is the value of cwhenydis zero—it is the vertical interceptof the consump-
tion function, cf. MPCis the slopeof the line, measured by rise over run. If current dis-
posable income rises by Δyd, household consumer spending, c,rises by Δc.SinceMPCis
defined as Δc/Δyd,the slope of the consumption function is:


(16-8) Slope of consumption function
=Rise over run
=Δc/Δyd
=MPC

In reality, actual data never fit Equation 16-5 perfectly, but the fit can be pretty
good. Figure 16.3 shows the data from Figure 16.1 again, together with a line drawn to
fit the data as closely as possible. According to the data on households’ consumer


figure 16.2


The Consumption Function
The consumption function relates a house-
hold’s current disposable income to its
consumer spending. The vertical intercept,
a,is individual household autonomous
consumer spending: the amount of a
household’s consumer spending if its cur-
rent disposable income is zero. The slope
of the consumption function line, cf,is the
marginal propensity to consume, or MPC:
of every additional $1 of current dispos-
able income, MPC×$1 is spent.
a

Household
consumer
spending,c

Household current disposable income, yd

Consumption
function,cf

Slope = MPC

Δyd

Δc = MPC ×Δyd

c = a + MPC × yd

figure 16.3


A Consumption Function
Fitted to Data
The data from Figure 16.1 are reproduced here,
along with a line drawn to fit the data as closely
as possible. For American households in 2008,
the best estimate of the average household’s
autonomous consumer spending, a,is $17,484
and the best estimate of MPCis 0.534, or ap-
proximately 0.53.
Source:Bureau of Labor Statistics.

$50,000 100,000 150,000 200,000

$100,000

80,000

Consumer
spending

Current disposable income

60,000

40,000

20,000

cf

0
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