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Using the Expenditure Approach, Calculate GDP Using the Following Data

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Using the expenditure approach, calculate GDP using the following data.  Item  Amount in dollars (billions)  Consumption 7,600 Consumption of Durable Goods 1,600 Consumption of Nan Durable Gaods 2,800 Cansumptian of Services 3,200 Investment 2,750 Fixed Investment 1,000 Government purchases af Goods & Services 1,675 Govermment Transfer Payyents 450 Exgarts 750 Imparts 1,600 GDP Equals \begin{array} { | l | r | } \hline { \text { Item } } & \text { Amount in dollars (billions) } \\\hline \text { Consumption } & 7,600 \\\hline \text { Consumption of Durable Goods } & 1,600 \\\hline \text { Consumption of Nan Durable Gaods } & 2,800 \\\hline \text { Cansumptian of Services } & 3,200 \\\hline \text { Investment } & 2,750 \\\hline \text { Fixed Investment } & 1,000 \\\hline \text { Government purchases af Goods \& Services } & 1,675 \\\hline \text { Govermment Transfer Payyents } & 450 \\\hline \text { Exgarts } & 750 \\\hline \text { Imparts } & 1,600 \\\hline \text { GDP Equals } & \\\hline\end{array}


Definitions:

Normal Population

A population in which the data follows a normal distribution, characterized by a bell-shaped curve.

Binomial Population

A population in which each member has only two possible outcomes or states, typically referred to as a success or failure.

Goodness-Of-Fit Test

A statistical method employed to assess the alignment between observed data and its predicted distribution.

Degrees Of Freedom

The number of independent values or quantities which can vary in an analysis without breaking any constraints.

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