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Income and Expenditure - End of Chapter Problems Individual current disposable income 3. Economists observed the only five re
Caseys MPC: 0.5 Declans MPC: 0.75 Elenas MPC: 0.9 e What is each residents consumption function? Assume each consumption
What is cach residents consumption function? Assume cach consumption function is linear and let y denote a consumers dispos
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Answer #1

(a) MPC = (Change in consumption/ Change in income)

Andre's MPC = (15000-1000)/(20000-0) = 0.5

Barbara's MPC = (12500-2500)/(20000-0)= 0.5

Casey's MPC = (20000-2000)/(20000-0)= 0.9

Declan's MPC = (17000-5000)/(20000-0)= 0.6

Elena's MPC = (19000-4000)/(20000-0)= 0.75

Each resident's consumption function is represented by the form: C = Autonomous consumption + MPC (Yd)

Autonomous consumption is equal to the amount of consumption when Yd=0.

Andre C = 1000+ 0.5Yd (because 1000 is the autonomous consumption for Andre).

Barbara C = 2500+ 0.5Yd (because 2500 is the autonomous consumption for Barbara).

Casey C = 2000 + 0.9Yd (because 2000 is the autonomous consumption for Casey).

Declan C = 5000 +0.6Yd (because 5000 is the autonomous consumption for Declan).

Elena C = 4000 + 0.75Yd (because 4000 is the autonomous consumption for Elena).

(b) Economy's MPC = (Change in whole economy consumption)/( Change in income)

When Yd = 0, Total consumption = (1000+2500+2000+5000+4000)=$14500

Because there are total 5 residents , So Yd = (20000)(5)= $100,000 , then total consumption = $(15000+12500+20000+17000+19000)= $83500

Change in C = (83500-14500)= 69000

Change in Yd = (100000-0)= 100000

Economy's MPC = (69000/100000)= 0.69

Economy's consumption function , C = 14500 + 0.69Yd (because 14500 is the economy's autonomous consumption).

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