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not so simple multiplier... (1 Viewer)

Wild Dan Hibiki

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hey guys i got a q for u (i think this is simple multiplier stuff):

What is the equilibrium level of income if C = 100 + 0.8Y and I = 40?
(A) 100
(B) 140
(C) 500
(D) 700

i got this from the past HSC paper and i was away when my class went over this. can someone show me how to work this out?
 

schmackers

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Wild Dan Hibiki said:
hey guys i got a q for u (i think this is simple multiplier stuff):

What is the equilibrium level of income if C = 100 + 0.8Y and I = 40?
(A) 100
(B) 140
(C) 500
(D) 700

i got this from the past HSC paper and i was away when my class went over this. can someone show me how to work this out?
OK well, I think this is how you do it:

When an economy is in equilibrium, S = I, so therefore S = 40.

Since Y = C + S:
Y = 100 + 0.8Y + 40
0.2Y = 140

Therefore the equilibrium level of income is 700.

It's been awhile since i did this, so i hope it's right :p
 

Wild Dan Hibiki

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yeah its right, i guess that makes sense, so u move the 0.8Y to the left and thats how u get 0.2Y yeah?
 

nick1048

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schmackers said:
OK well, I think this is how you do it:

When an economy is in equilibrium, S = I, so therefore S = 40.

Since Y = C + S:
Y = 100 + 0.8Y + 40
0.2Y = 140

Therefore the equilibrium level of income is 700.

It's been awhile since i did this, so i hope it's right :p

Your right... Just go back to your consumption functions in your textbook if you need any help with other problems.
 

Wild Dan Hibiki

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ok another problem:

C = 100 + 0.6Y and S = -100 + 0.4Y

wat is the equilibrium level of national income?
 

rumour

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schmackers said:
OK well, I think this is how you do it:

When an economy is in equilibrium, S = I, so therefore S = 40.

Since Y = C + S:
Y = 100 + 0.8Y + 40
0.2Y = 140

Therefore the equilibrium level of income is 700.

It's been awhile since i did this, so i hope it's right :p
I do it differently, just use 1/MPS

but i got 500 as my answer!!!

do you have the answer?
 

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