The margin of error for atedelection is +/- 1.6%, while the reporteddifference in share of the vote capturedby each candidate is 0.4%. What wouldbe an appropriate conclusion for thisscenario?O Because the margin of error is lower thanthe reported difference, we can concludethat the candidate with the higher share ofthe vote won the electionO Because the margin of error is lower thanthe reported difference, we cannotconclude that one candidate won over theother without further evidenceO Because the margin of error is higher thanthe reported difference, we shouldconclude that the candidate with thehigher share of the vote has wonBecause the margin of error is higher thanthe reported difference, we cannotconclude that one candidate won over theother without further evidence.

The margin of error is +/- 1.6%. and the reported difference in share of the vote captured by each…

Answered: election is +/- 1.6%, while the…

election is +/- 1.6%, while the reported difference in share of the vote captured by each candidate is 0.4%. What would be an appropriate conclusion for this scenario?

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Concept explainers

Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.

Question

The margin of error for a
ted
election is +/- 1.6%, while the reported
difference in share of the vote captured
by each candidate is 0.4%. What would
be an appropriate conclusion for this
scenario?
O Because the margin of error is lower than
the reported difference, we can conclude
that the candidate with the higher share of
the vote won the election
O Because the margin of error is lower than
the reported difference, we cannot
conclude that one candidate won over the
other without further evidence
O Because the margin of error is higher than
the reported difference, we should
conclude that the candidate with the
higher share of the vote has won
Because the margin of error is higher than
the reported difference, we cannot
conclude that one candidate won over the
other without further evidence.

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