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Show That for the Following Regression Model Yt=eβ0+β1xd+uY _ { t } = e ^ { \beta _ { 0 } + \beta _ { 1 } x d + u }

question 4

Essay

Show that for the following regression model Yt=eβ0+β1xd+uY _ { t } = e ^ { \beta _ { 0 } + \beta _ { 1 } x d + u }
where tt is a time trend, which takes on the values 1,2,,T,β11,2 , \ldots , T , \beta _ { 1 } represents the instantaneous ("continuous compounding") growth rate. Show how this rate is related to the proportionate rate of growth, which is calculated from the relationship
Yt=Y0×(1+g)tY _ { t } = Y _ { 0 } \times ( 1 + g ) ^ { t }
when time is measured in discrete intervals.

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Definitions:

Circulation Numbers

The total quantity of copies of a publication (such as a newspaper or a magazine) distributed in a given period.

Average Fixed Costs

Average fixed costs are calculated by dividing the total fixed costs by the quantity of output produced, showing cost per unit.

MC Curves

Marginal Cost Curves, which illustrate how the cost of producing one additional unit of a good varies as the quantity of production changes.

Gasoline Prices

The cost per unit volume of gasoline, which fluctuates based on factors like crude oil prices, taxes, demand, and supply.

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