Use the behavioural equations below and answer the questions that follow:
C = R4 billion + c1YD = R19.7 billion
Y= R13.1 billion
T= R6 billion
c0 = R13.5 billion
i. Calculate the propensity to consume. (4)
Here we are given the consumption equation C = 4billion + c1YD = 19.7billion
Y means income so here we have Y = 13.1billion
T refers to taxes and here T = 6billion
c0 is autonomous consumption and here it is c0 = 13.5billion
Solution is as follows :-
"C = c_0 + cY_d"
"19.7=13.5 + c (Y \u2212 T)" since Yd is disposable income ( income − taxes )
"19.7=13.5 + c (13.1 \u2212 6) \\\\ \n\n 19.7=13.5 + c (7.1) \\\\\n\n 19.7-13.5=c (7.1) \\\\ \n\n 6.2=c 7.1 \\\\\n\n c=\\frac{6.2 }{ 7.1}\\\\ \n\n c=0.87"
Therefore we have the marginal propensity to consume as 0.87
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