Question

In: Economics

(1) Please find the percentages for C, I, G, and Xn for theUnited states for...

(1) Please find the percentages for C, I, G, and Xn for the United states for 2019 In 2019, U.S. GDP was 70% personal consumption, 18% business investment, 17% government spending, and negative 5% net exports.

(2) Please draw Aggregate Demand, Short Run Aggregate Supply, and Long Run Aggregate Supply as if an economy is in both short run and long run equilibrium.

(3) Suppose the United States government decides to add solar panels to federal government buildings. Show how this will affect the model starting from (2) above (assuming the model represents the United States). What happens to GDP, The Price Level, and Potential Output? Is the economy in a recessionary gap or an inflationary gap?

(4) Explain in detail and show graphically how the economy will naturally return to long run equilibrium after the event from (3) above.

(5) Suppose Canada stopped purchasing beer from the United States. Show how this will affect the model starting from (2) above (assuming the model represents the United States). What happens to GDP, The Price Level, and Potential Output? Is the economy in a recessionary gap or an inflationary gap? (6) Can you explain in detail and show graphically how the economy will naturally return to long run equilibrium after the event from (5) above.

Solutions

Expert Solution

Question:

2). Answer:

In this graph the economy is in both short run and long run equilibrium at the point E1.

3). Answer:

Now, the United States government decides to add solar panels to federal government buildings then it will increase government spending and increasing government spending will increase AD that will shift AD curve right from AD1 to AD2 that will increase price level (inflation) and output (real GDP). Potential output will increase and the economy in an  inflationary gap. Here the equilibrium point is E2.

4). Answer:

Now, the United States government decides to add solar panels to federal government buildings then it will increase government spending and increasing government spending will increase AD that will shift AD curve right from AD1 to AD2 that will increase price level (inflation) and output (real GDP). Potential output will increase and the economy in an  inflationary gap. Here the equilibrium point is E2. At this equilibrium point price level will increase that will increase inflationary pressure and workers will demand for more wages and other side the producer will want to make more money. So, here producers will reduce production level and SRAS curve will shift left from SRAS to SRAS2. Now the economy will reach at it potential level at the equilibrium point E3.

5). Answer:

Suppose Canada stopped purchasing beer from the United States then it will decrease export level of the USA. Decreasing export level will decrease net export and decreasing export level will decrease AD. Decreasing AD will shift AD curve left from AD1 to AD2. At this point price and GDP level will decrease and the economy in a recessionary gap. But here, decreasing price will increase AD and AD curve will shift right to AD3. Now at this equilibrium point price level will increase that will increase inflationary pressure and workers will demand for more wages and other side the producer will want to make more money. So, here producers will reduce production level and SRAS curve will shift left from SRAS to SRAS2. Now the economy will reach at it potential level at the equilibrium point E3.


Related Solutions

GDP = C + I + G + Xn Use the information below to fill in...
GDP = C + I + G + Xn Use the information below to fill in the blanks in the table. Add only the things that are included in GDP to get the nominal GDP. Omit things not counted in GDP. (I filled in a few answers just to help you get started.) Remember: Real GDP = (Nominal GDP/implicit price deflator) * 100 (All dollar amounts in billions) economic activity Does this count in GDP? If so, where? C, I,...
. Suppose that the sequence (xn) satisfies |xn –α| ≤ c | xn-1- α|2 for all...
. Suppose that the sequence (xn) satisfies |xn –α| ≤ c | xn-1- α|2 for all n. Show by induction that c | xn- α| ≤ c | x0 - α|2n , and give some condition That is sufficient for the convergence of (xn) to α. Use part a) to estimate the number of iterations needed to reach accuracy |xn –α| < 10-12 in case c = 10 and |x0 –α |= 0.09.
2. Consider the stochastic process {Xn|n ≥ 0}given by X0 = 1, Xn+1 = I{Xn =...
2. Consider the stochastic process {Xn|n ≥ 0}given by X0 = 1, Xn+1 = I{Xn = 1}Un+1 + I{Xn 6= 1}Vn+1, n ≥ 0, where {(Un, Vn)|n ≥ 1} is an i.i.d. sequence of random variables such that Un is independent of Vn for each n ≥ 1 and U1−1 is Bernoulli(p) and V1−1 is Bernoulli(q) random variables. Show that {Xn|n ≥ 1} is a Markov chain and find its transition matrix. Also find P{Xn = 2}.
Given the following: Y= C + I + G. C= 50 + 0.8Yd I= 160 G=...
Given the following: Y= C + I + G. C= 50 + 0.8Yd I= 160 G= 150, T = 200 Determine the equilibrium level of output (Y). Calculate Yd, C, S. Calculate the expenditure\ tax multiplier. Now suppose that the potential GDP equals 1100, By how much would government spending\ tax need to change to close the gap?
IS Data: AD = C+I+G C = $210 + 0.9YD G = $300 I = $400...
IS Data: AD = C+I+G C = $210 + 0.9YD G = $300 I = $400 – 48i YD = Y–TA+TR TR = $100 TA = 0.33Y [Note, round the AD slope to one decimal] LM Data: L = Md/P = 5Y – 150i Ms/P = $8,750 If Government uses fiscal policy to increase spending from $300 to $420; find the new equilibrium values for i and Y
For a fixed θ>0, let X1,X2,…,Xn be i.i.d., each with the beta (1,θ) density. i) Find...
For a fixed θ>0, let X1,X2,…,Xn be i.i.d., each with the beta (1,θ) density. i) Find θ^ that is the maximum likelihood estimate of θ. ii) Let X have the beta (1,θ) density. Find the density of −log⁡(1−X). Recognize this as one of the famous ones and provide its name and parameters. iii) Find f that is the density of the MLE θ^ in part (i).
Let x1 > 1 and xn+1 := 2−1/xn for n ∈ N. Show that xn is...
Let x1 > 1 and xn+1 := 2−1/xn for n ∈ N. Show that xn is bounded and monotone. Find the limit. Prove by induction
Let {xn} be a real summable sequence with xn ≥ 0 eventually. Prove that √(Xn*Xn+1) is...
Let {xn} be a real summable sequence with xn ≥ 0 eventually. Prove that √(Xn*Xn+1) is summable.
Consider the following reaction: A(g)⇌B(g)+C(g) Find the equilibrium concentrations of A, B, and C for each...
Consider the following reaction: A(g)⇌B(g)+C(g) Find the equilibrium concentrations of A, B, and C for each of the following different values of Kc. Assume that the initial concentration of A in each case is 1.0 M and that the reaction mixture initially contains no products. Make any appropriate simplifying assumptions. ------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- Part A Kc= 1.8 Express your answer using two significant figures. Enter your answers numerically separated by commas. ------------------------------------------------------------------------------------------------------------------------------------------------------------------------ Part B Kc= 1.0×10−2 Express your answer using two significant...
Consider the following reaction: A(g)⇌B(g)+C(g) Find the equilibrium concentrations of A, B, and C for each...
Consider the following reaction: A(g)⇌B(g)+C(g) Find the equilibrium concentrations of A, B, and C for each of the following different values of Kc. Assume that the initial concentration of A in each case is 1.0 M and that the reaction mixture initially contains no products. Make any appropriate simplifying assumptions. Part A: Kc= 1.0 Express your answer using two significant figures. Enter your answers numerically separated by commas. Part B: Kc= 2.0×10−2 Express your answer using two significant figures. Enter...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT