Prove that b = the slope of the consumption function curve explain
Prove that b = the slope of the consumption function curve explain
Homework Answers
Consumption function is given by, C = C1 + bYd
where C1 is the autonomous consumption and thus it is constant, b
is the marginal propensity to consume, and Yd is the disposable
income.
We know that slope of any function is dY/dX. So, here, slope of the
consumption function is dC/dYd as C lies on the Y-axis
and Yd lies on the X-axis.
Now, 
from the consumption function as C1 is constant.
So, the slope of the consumption function is b.
8.2. Prove that the slope on a TS diagram of (a) An isochoric curve is T/Cv....
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If autonomous consumption (Ca) increases, the slope of the consumption function becomes steeper. True False
If autonomous consumption (Ca) increases, the slope of the consumption function becomes steeper. True False
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