Suppose an economy has a marginal propensity to consume of 0.66 along with $38,039 consumption taking place when disposable income is $44,238.  What would disposable income be if you observe a consumption level of $45,239?  Round your answer to two digits after the decimal.

10 10 00 8 B Investment Demand Interest Rate (%) 2 4 6 AS D Price Level AD₁ (I=120) AD₂ (I=90) AD3 (1=60) 0 $30 60 90 120 150 Investment ($) 0 Real GDP ($) Refer to the graphs above, in which the numbers in parentheses near the AD1, AD2, and AD3 labels indicate the level of investment spending associated with each curve, respectively. All numbers are in billions of dollars. The interest rate and the level of investment spending in the economy are at point D on the investment demand curve. To achieve the long-run goal of a noninflationary full-employment output Qf in the economy, the Fed should try to: Select one: a. Decrease aggregate demand by increasing the interest rate from 2 to 4 percent ○ b. Decrease aggregate demand by increasing the interest rate from 4 to 6 percent C. Increase aggregate demand by decreasing the interest rate from 4 to 2 percent d. Increase the level of investment spending from $120 billion to $150 billion

Please provide steps by step answer with proper explanation with final answer.....

Can you completely this question?

Solve subparts 5.1.3 and 5.1.4 earky

Equation for consumption is C=40/(0.8Y) where Y= yearly income = $400.  A) what is the level of consumption B) what is the average propensity to consume

Calculate the value of consumption if APC is 0.31 and income is $4499

Suppose that a new free trade agreement allows the economy to import cheaper goods from overseas, thereby decreasing the general price level. Adjust the following graph by either shifting the consumption function curve or the initial point on the consumption function curve (A) to illustrate the impact of a fall in the price level.

Calculate MPC when MPS is given to be as 0.9

If the MPC -0.85, what is the value of the MPS? Provide an answer which is accurate to two places to the right of the decimal point.