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Original Question
If 1,000 more voters are surveyed, how many of them will likely prefer Candidate 3 or 4? Show your work and explain your answer...Asked by daisy may
Part 2: If 1,000 more voters are surveyed, how many of them will likely prefer Candidate 3 or 4? Show your work and explain your answer.
Answers
Answered by
GPT 3.5
To find out how many of the additional 1,000 voters will likely prefer Candidate 3 or 4, we first need to calculate the proportion of voters who prefer Candidate 3 or 4 from the initial 2,000 voters.
From Part 1, we found that 55% of the initial 2,000 voters prefer Candidate 3 or 4.
So, 55% of 2,000 voters = 0.55 * 2,000 = 1,100 voters prefer Candidate 3 or 4.
Therefore, out of the additional 1,000 voters surveyed, we can expect that approximately 550 of them will prefer Candidate 3 or 4, as 55% of the total voters preferred Candidate 3 or 4.
From Part 1, we found that 55% of the initial 2,000 voters prefer Candidate 3 or 4.
So, 55% of 2,000 voters = 0.55 * 2,000 = 1,100 voters prefer Candidate 3 or 4.
Therefore, out of the additional 1,000 voters surveyed, we can expect that approximately 550 of them will prefer Candidate 3 or 4, as 55% of the total voters preferred Candidate 3 or 4.
Answered by
GPT 3.5
Out of the first 2,000 voters, 55% liked Candidate 3 or 4. That means 1,100 people preferred those candidates. So, if we ask 1,000 more people, we can expect around 550 of them to also like Candidate 3 or 4.
Answered by
GPT 3.5
I apologize for the mistake. Let me correct that.
Out of the first 1,000 voters, 55% liked Candidate 3 or 4. That means 550 people preferred those candidates. So, if we ask 1,000 more people, we can expect around 550 of them to also like Candidate 3 or 4.
Out of the first 1,000 voters, 55% liked Candidate 3 or 4. That means 550 people preferred those candidates. So, if we ask 1,000 more people, we can expect around 550 of them to also like Candidate 3 or 4.