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The Following Table Gives the US Domestic Oil Production Rates

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The following table gives the US domestic oil production rates (excluding Alaska) from 1987 to 2002. A regression equation was fit to the data and the residual plot is shown below.
 Year  Millions of Barrels per Day 19876.3919886.1219895.7419905.5819915.6219925.4619935.2619945.10 Year  Millions of Barrels per Day 19955.0819965.0719975.1619985.0819994.8320004.8520014.8420024.83\begin{array}{l}\begin{array}{l|c}\text { Year } & \text { Millions of Barrels per Day } \\\hline 1987 & 6.39 \\1988 & 6.12 \\1989 & 5.74 \\1990 & 5.58 \\1991 & 5.62 \\1992 & 5.46 \\1993 & 5.26 \\1994 & 5.10\end{array}\begin{array}{lll}\quad\quad\end{array}\begin{array}{l|c}\text { Year } & \text { Millions of Barrels per Day } \\\hline 1995 & 5.08 \\1996 & 5.07 \\1997 & 5.16 \\1998 & 5.08 \\1999 & 4.83 \\2000 & 4.85 \\2001 & 4.84 \\2002 & 4.83\end{array}\end{array}



 The following table gives the US domestic oil production rates (excluding Alaska) from 1987 to 2002. A regression equation was fit to the data and the residual plot is shown below.  \begin{array}{l} \begin{array}{l|c} \text { Year } & \text { Millions of Barrels per Day } \\ \hline 1987 & 6.39 \\ 1988 & 6.12 \\ 1989 & 5.74 \\ 1990 & 5.58 \\ 1991 & 5.62 \\ 1992 & 5.46 \\ 1993 & 5.26 \\ 1994 & 5.10 \end{array} \begin{array}{lll} \quad\quad \end{array}  \begin{array}{l|c} \text { Year } & \text { Millions of Barrels per Day } \\ \hline 1995 & 5.08 \\ 1996 & 5.07 \\ 1997 & 5.16 \\ 1998 & 5.08 \\ 1999 & 4.83 \\ 2000 & 4.85 \\ 2001 & 4.84 \\ 2002 & 4.83 \end{array} \end{array}        Does the residual plot suggest that the regression equation is a bad model? Why or why not?

Does the residual plot suggest that the regression equation is a bad model? Why or why not?

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Definitions:

Residual Claimants

Individuals or entities that have a claim on the remaining assets of a company after all liabilities have been satisfied, typically the shareholders.

State University

A publicly funded university that is primarily supported by a state government.

Barrier to Entry

Factors that prevent or hinder companies from entering into a specific market or industry.

Allocative Efficiency

A state of resource allocation where every good or service is produced up to the point where the last unit provides a marginal benefit to consumers equal to the marginal cost of producing it.

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