Consider the following data for a closed economy: $$ \begin{aligned} Y &=\$ 12 \text { trillion } \\ C &=\$ 8 \text { trillion } \\ G &=\$ 2 \text { trillion } \\ S_{\text {Public }} &=-\$ 0.5 \text { trillion } \\ T &=\$ 2 \text { trillion } \end{aligned} $$ Use these data to calculate the following: a. Private saving b. Investment spending c. Transfer payments d. The government budget deficit or budget surplus

Short Answer

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a. Private saving is \$2 trillion, b. Investment spending is \$2 trillion, c. Transfer payments amount to \$0.5 trillion, d. There is a government budget deficit of \$0.5 trillion.

Step by step solution

01

Calculate Private Saving

In order to calculate private saving, we can use the following formula: \(S_{private} = Y - T - C\). Now we plug in the numbers: \(S_{private} = \$12 trillion - \$2 trillion - \$8 trillion = \$2 trillion\). Therefore, private saving is \$2 trillion.
02

Calculate Investment Spending

Investment spending can be calculated using the identity: \(I = Y - C - G\). By plugging in the numbers, we get: \(I = \$12 trillion - \$8 trillion - \$2 trillion = \$2 trillion\). Therefore, investment spending is \$2 trillion.
03

Calculate Transfer Payments

Transfer payments can be found using the equation: \(TR = G - T + S_{public}\). By plugging in the numbers, we get: \(TR = \$2 trillion - \$2 trillion - (-\$0.5 trillion) = \$0.5 trillion\). Therefore, transfer payments amount to \$0.5 trillion.
04

Calculate the Government Budget Deficit or Surplus

The government budget deficit or surplus can be calculated using the identity: \(Budget = T - G - TR\). Plugging in the numbers, we get: \(Budget = \$2 trillion - \$2 trillion - \$0.5 trillion = -\$0.5 trillion\). Since the result is negative, this represents a budget deficit of \$0.5 trillion.

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