A journal examined the fourth electoral cycle that Neverland. The following frequency table lists the candidates and the number of votes from the presidential election. • Peter Pan - 11364 • Tinker Bell - 53658 • Captain Hook - 20467 • John Darling - 26158 • Tootles - 79401 • Smee - 92981 Find the probability that a randomly selected voter voted for neither Captain Hook nor Smee. Round your answer to 3 decimal places.
A journal examined the fourth electoral cycle that Neverland. The following frequency table lists the candidates and the number of votes from the presidential election. • Peter Pan - 11364 • Tinker Bell - 53658 • Captain Hook - 20467 • John Darling - 26158 • Tootles - 79401 • Smee - 92981 Find the probability that a randomly selected voter voted for neither Captain Hook nor Smee. Round your answer to 3 decimal places.
MATLAB: An Introduction with Applications
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Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Question
A journal examined the fourth electoral cycle that Neverland. The following frequency table lists the candidates and the number of votes from the presidential election.
- Peter Pan - 11364
- Tinker Bell - 53658
- Captain Hook - 20467
- John Darling - 26158
- Tootles - 79401
- Smee - 92981
Find the probability that a randomly selected voter voted for neither Captain Hook nor Smee.
Round your answer to 3 decimal places.

Transcribed Image Text:A journal examined the fourth electoral cycle that Neverland. The following frequency table lists the candidates and the number of
votes from the presidential election.
• Peter Pan - 11364
• Tinker Bell - 53658
• Captain Hook - 20467
• John Darling - 26158
• Tootles - 79401
• Smee - 92981
Find the probability that a randomly selected voter voted for neither Captain Hook nor Smee.
Round your answer to 3 decimal places.
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