swagmeister
Active Member
- Joined
- Oct 4, 2014
- Messages
- 524
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- Male
- HSC
- 2015
Hey,
Thought I had nailed economic growth but evidently not as well as I had wanted to. A few quick questions:
1. Economic growth is measured through changes in the level of GDP over time. GDP (or aggregate demand or national income) = C + I + G + (X - M), and then when we look at it supply side Y / AS = C + S + T. This seems to contradict eachother because 1) S + T = I, 2) for AD we have I + G, 3) but T (taxation) results in G but can also be summed up in I so it is almost 'duplicated' in AD?
2. How does a higher MPS affect economic growth? My (flawed) answer is that it doesn't, because all savings is invested anyways, so if people are saving more then more will be invested.
3. The simple expenditure multiplier (K) is the extent to which an initial change in the autonomous components of AD will lead to a larger change in national income, generating economic growth. OK, so based on this we are saying that changes in AD will not result in EXACT changes in national income, but does this mean that GDP almost has a lag affect in matching real national income because of the time it takes for the multiplier to occur? Why do we use AD to measure national income if the multiplier effect occurs, doesn't this distort things?
I'll give an example for this one. Say that we have a new building project, increased government expenditure of 100 million. Based on the simple multiplier, ∆Y = k × ∆AD (where k = 1 / MPS). So Assuming the MPS is 0.2, then to work out the increase in Y (national income) we do ∆Y = 1/0.2 × 100million ∴ ∆Y = 500million. So, here we can see that an increase in AD of 100 million (which is how GDP is measured) has actually lead to an increase in national income of 500 million, and because of this I get confused how we are reflecting true economic growth...
4. My textbook seems to suggest that economic growth is based on leakages and injections, if injections are greater than leakages we have growth and vice versa. However, this is where it confuses me - say we look at the financial sector, the leakage of saving HAS TO occur in order for the injection of investment. In this sense it kind of confuses me a little bit, leakages are good because they result in injections (in most cases, not the case of all saving though (if you don't deposit in the bank) or imports - I think this is why AD is X-M (Injection - Leakage) whereas for all the other components it is just Injection (government expenditure, investment, consumption).
5. Economic growth refers to increases in a countries productive capacity. So sure if AD increases that is going to help because with increased investment etc. we can produce more, but why do we look at it in terms of changes in AD over time?
I have a feeling that I need to differentiate my knowledge of Y (equilibrium national income) with economic growth and that is why some of this stuff is confusing me, and also that similarly looking at it demand way and supply way are separate and maybe they form an equilibrium to calculate total productive capacity...
Any insight into this would be very helpful!
Cheers
Thought I had nailed economic growth but evidently not as well as I had wanted to. A few quick questions:
1. Economic growth is measured through changes in the level of GDP over time. GDP (or aggregate demand or national income) = C + I + G + (X - M), and then when we look at it supply side Y / AS = C + S + T. This seems to contradict eachother because 1) S + T = I, 2) for AD we have I + G, 3) but T (taxation) results in G but can also be summed up in I so it is almost 'duplicated' in AD?
2. How does a higher MPS affect economic growth? My (flawed) answer is that it doesn't, because all savings is invested anyways, so if people are saving more then more will be invested.
3. The simple expenditure multiplier (K) is the extent to which an initial change in the autonomous components of AD will lead to a larger change in national income, generating economic growth. OK, so based on this we are saying that changes in AD will not result in EXACT changes in national income, but does this mean that GDP almost has a lag affect in matching real national income because of the time it takes for the multiplier to occur? Why do we use AD to measure national income if the multiplier effect occurs, doesn't this distort things?
I'll give an example for this one. Say that we have a new building project, increased government expenditure of 100 million. Based on the simple multiplier, ∆Y = k × ∆AD (where k = 1 / MPS). So Assuming the MPS is 0.2, then to work out the increase in Y (national income) we do ∆Y = 1/0.2 × 100million ∴ ∆Y = 500million. So, here we can see that an increase in AD of 100 million (which is how GDP is measured) has actually lead to an increase in national income of 500 million, and because of this I get confused how we are reflecting true economic growth...
4. My textbook seems to suggest that economic growth is based on leakages and injections, if injections are greater than leakages we have growth and vice versa. However, this is where it confuses me - say we look at the financial sector, the leakage of saving HAS TO occur in order for the injection of investment. In this sense it kind of confuses me a little bit, leakages are good because they result in injections (in most cases, not the case of all saving though (if you don't deposit in the bank) or imports - I think this is why AD is X-M (Injection - Leakage) whereas for all the other components it is just Injection (government expenditure, investment, consumption).
5. Economic growth refers to increases in a countries productive capacity. So sure if AD increases that is going to help because with increased investment etc. we can produce more, but why do we look at it in terms of changes in AD over time?
I have a feeling that I need to differentiate my knowledge of Y (equilibrium national income) with economic growth and that is why some of this stuff is confusing me, and also that similarly looking at it demand way and supply way are separate and maybe they form an equilibrium to calculate total productive capacity...
Any insight into this would be very helpful!
Cheers