From the given table, identify that level of income, where Average Propensity to Save (APS) becomes zero:

The Average Propensity to Save (APS) is calculated as: \[ {APS} = \frac{{Savings}}{{Income}} = \frac{{Income} - {Consumption}}{{Income}} \] At Income = 100 crore, consumption is also 100 crore. Hence, savings will be zero: \[ {Savings} = {Income} - {Consumption} = 100 - 100 = 0 \] Thus, APS = 0 when income is 100 crore.
Conclusion: The APS becomes zero at 100 crore income because savings equal zero when consumption is equal to income.
Read the following statements carefully:
Statement 1: Expost savings and Expost investments are equal at all levels of income.
Statement 2: Under the effective demand principle, the equilibrium output is equal to exante Aggregate Demand (AD). In the light of the given statements, choose the correct alternative from the following:
The level of income where Average Propensity to Save (APS) becomes zero is at Income = Rs. 100 crore, since savings (\( S = Y - C \)) equals zero at this point.
Identify, what does the shaded area (change in EFG), in the given figure indicate?

I. Consumption > Income
II. Saving = Zero (0)
III. Consumption < Income
IV. Saving < Zero (0)