1)Autonomous Consumption -->70
Autonomous consumption are the expenditures that consumers must make even when they have no disposable income. So the answer is constant which is in this case 70.
2) The marginal propensity to consume (MPC) is--> 0.7 for every RM of income 70% is consumed.
The marginal propensity to consume or MPC 8umeasures the proportion of extra income that is spent on consumption.
It will invariably be between 0 and 1.
The marginal propensity to consume can be shown by the slope of the consumption function.
State the values of autonomous consumption and marginal propensity to consume for the consumption function. C=0.7Y+70...
Suppose the marginal propensity to consume if 0.75 and autonomous consumption (consumption at zero income) is $4,000. If income is $50,000, consumption spending is a. $37,500 b. $41,500 C. $45,500 d. $54,000 QUESTION 4 If the consumption function for an economy is C = 180 + 75 Yd (disposable income) and spending increases by $800, then the resulting change in national income is a. +$2,800 OOO b. 5-3,200 c. $-2,800 d. $+3,200 QUESTION 5 Assume the actual GDP is $4800...
An decrease in the Marginal Propensity to Consume (MPC) ________ the consumption function. flattens steepens does not affect
In the linear consumption function cons = A+ Ainc The (estimated) marginal propensity to consume (MPC) out of income is simply the slope, P, while the average propensity to consume (APC) is cons /inc /inc + β. Using observations for 100 families on annual income and consumption (both is obtained: cons =-124.84+0.853 inc n=100, R2=0.692 a. (5 points) Interpret the intercept in this equation, and comment on its sign and magnitude? b. (5 points) What is the predicted consumption when...
The following table shows alternative hypothetical economies and the relevant values for the marginal propensity to consume out of disposable income (MPC), the net tax rate (t), and the marginal propensity to import (m). a. Recall that z, the marginal propensity to spend out of national income, is given by the simple expression Z-MPC(1-1)-m. By using this expression, compute z and the simple multiplier for each of the economies and fill in the table. (Round your response to two decimal...
a) If the saving function is given by S° = 0.03Y^2 - 2Y + 150Calculate the values of marginal propensity to save (MPS) and marginal propensity to consume (MPC) when Y=40.
Allison disposable income is $90,000, her autonomous consumption is $15,000 and her Marginal Propensity to Consume is 0.80, how much money is Allison saving? Select one: a. She is saving $3,000 b. She is saving $7,000 c. She is saving $10,000 d. She is saving $12,000 e. She is saving $15,000
Allison disposable income is $90,000, her autonomous consumption is $15,000 and her Marginal Propensity to Consume is 0.80, how much money is Allison saving? Select one: a. She is saving $3,000 b. She is saving $7,000 c. She is saving $10,000 d. She is saving $12,000 e. She is saving $15,000
Brittany's Marginal Propensity to Consume is 0.85, her autonomous consumption is $10,000 and she consumes $95,000 worth of goods. How much is Brittany saving? Select one: a. She is saving $2,000 b. She is saving $4,000 c. She is saving $5,000 d. She is saving $6,000 e. She is saving $8,000
Real GDP, consumption, and the marginal propensity to consume (MPC) for five hypothetical countries are shown in the table below. a. Enter the current level of saving in the appropriate column in the table. b. Now suppose that GDP increases by $20 billion in each of the five countries. What would be the new level level of saving in each country? Show your answers in the table below. Country Real GDP (Billions) Consumption (Billions) MPC Current Level of Saving (Billions)...
1. Consider the following consumption function and the national income identity. C=0.01Y2 +0.8Y+200 Y=C+S Where, C is consumption and Y is national income, and S is saving a) Calculate the value of marginal propensity to consume (MPC) when Y=8 b) Find the expression for savings function and using that function calculate marginal propensity to save (MPS) when Y= 8.