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Answer :
Final answer:
The total savings for the economy of Neverwhere is calculated to be $2 trillion, based on the provided GDP, consumption, government spending, and net capital inflow figures.
Explanation:
To calculate the total savings for the economy of Neverwhere, we can use the following identity from macroeconomics: GDP = Consumption (C) + Investment (I) + Government Spending (G) + Net Exports (NX). However, given that we do not have direct figures for Investment or Net Exports, we can rearrange the equation by including net capital inflow and taxes in computing savings:
GDP = C + S + G + (NX)
where
S represents savings and (NX) represents net capital inflow, which in this case is equivalent to Net Exports because it is the amount of capital inflow minus capital outflow.
We already know that GDP = $15 trillion, C = $10 trillion, and G = $2.5 trillion. The net capital inflow has been given as $0.5 trillion. Let's use this information to find S (Savings).
Initially rearrange the identity to solve for S:
S = GDP - C - G - NX
Now plug in the values:
S = $15 trillion - $10 trillion - $2.5 trillion - $0.5 trillion
S = $2 trillion
Therefore, the total savings for the economy of Neverwhere is $2 trillion.
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Answer:
$3 trillion
Explanation:
Given that,
GDP = $15 trillion
consumption = $10 trillion
Government spending = $2.5 trillion
Taxes = $1 trillion
Net capital inflow = $0.5 trillion
Investment:
= GDP - Consumption - Government spending + Net capital inflow
= $15 - $10 - $2.5 + $0.5
= $3 trillion
We know that savings is equal to investment spending.
Therefore, the total savings for the economy of Neverwhere is $3 trillion.