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HASTER! Rettelse af abstract
18. januar 2008 af
Bruceboy (Slettet)
Hej.
Jeg skal aflevere min SR-opgave om 3 timer, og jeg føler at mit abstract virkelig har brug for lidt "finpudsning". Det kunne virkelig være super hvis en lige kan hjælpe.. Det 13 linjer.
The paper explores the different kinds of mathematical growths (respectively linear growth, exponential growth and potens growth), and the connection between unemployment and inflation.
When you have some measurements from for example some experiments, you can’t be sure that the measure points are precisely on the concerned graphs. Because of that, it’s okay if the points are approximate near the graphs. To decide that the points are approximate near the graphs; you have to make a regression. From the year 1980 to 2006 there have been big differences in unemployment. In some periods the unemployment have bin very high - so high that it got up to 12.4 %. The unemployment has also bin relative low, but not lower than 4.5 %. The question is; should the unemployment get lower than 4.5 % and will there become consequences to make it lower? It is concluded that you can’t get a low unemployment, without there will be some consequences. With a low unemployment the inflation will be high. Unemployment at 5 % is called the ‘natural unemployment’. When the unemployment is on 5 %, the inflation will be nearly 2 %, which is a very stable inflation.
Jeg skal aflevere min SR-opgave om 3 timer, og jeg føler at mit abstract virkelig har brug for lidt "finpudsning". Det kunne virkelig være super hvis en lige kan hjælpe.. Det 13 linjer.
The paper explores the different kinds of mathematical growths (respectively linear growth, exponential growth and potens growth), and the connection between unemployment and inflation.
When you have some measurements from for example some experiments, you can’t be sure that the measure points are precisely on the concerned graphs. Because of that, it’s okay if the points are approximate near the graphs. To decide that the points are approximate near the graphs; you have to make a regression. From the year 1980 to 2006 there have been big differences in unemployment. In some periods the unemployment have bin very high - so high that it got up to 12.4 %. The unemployment has also bin relative low, but not lower than 4.5 %. The question is; should the unemployment get lower than 4.5 % and will there become consequences to make it lower? It is concluded that you can’t get a low unemployment, without there will be some consequences. With a low unemployment the inflation will be high. Unemployment at 5 % is called the ‘natural unemployment’. When the unemployment is on 5 %, the inflation will be nearly 2 %, which is a very stable inflation.
Svar #1
18. januar 2008 af Isomorphician
The paper explores different kinds of mathematical growths (respectively linear growth, exponential growth and power growth), and the connection between unemployment and inflation.
When you have measurements from for example some experiments, you can not be sure that the measure points are precisely on the respective graphs. Because of that, it is all right if the points are approximately near the graphs. To find out if the points are approximately near the graphs you have to make a regression. From 1980 to 2006 there have been big differences in unemployment. In some periods unemployment has been very high - as high as 12.4 %. The unemployment has also been relatively low, but not lower than 4.5 %. The question is; should the unemployment get lower than 4.5 % and will there be consequences if it was lower? It is concluded that you can not get a low unemployment, without some consequences. With a low unemployment inflation will be high. Unemployment at 5 % is called the ‘natural unemployment rate’. When unemployment is at 5 %, inflation will be nearly 2 %, which is a very stable inflation.
When you have measurements from for example some experiments, you can not be sure that the measure points are precisely on the respective graphs. Because of that, it is all right if the points are approximately near the graphs. To find out if the points are approximately near the graphs you have to make a regression. From 1980 to 2006 there have been big differences in unemployment. In some periods unemployment has been very high - as high as 12.4 %. The unemployment has also been relatively low, but not lower than 4.5 %. The question is; should the unemployment get lower than 4.5 % and will there be consequences if it was lower? It is concluded that you can not get a low unemployment, without some consequences. With a low unemployment inflation will be high. Unemployment at 5 % is called the ‘natural unemployment rate’. When unemployment is at 5 %, inflation will be nearly 2 %, which is a very stable inflation.
Svar #2
18. januar 2008 af Bruceboy (Slettet)
Super. Tak for det!
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