Three different numbers need to be placed in order from least to greatest. For example, if the numbers are ordered 9, 16, 4, they should be reordered as 4, 9, 16. Which of the following algorithms can be used to place any three numbers in the correct order?ResponsesIf the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them.If the first number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.
Question
Three different numbers need to be placed in order from least to greatest. For example, if the numbers are ordered 9, 16, 4, they should be reordered as 4, 9, 16. Which of the following algorithms can be used to place any three numbers in the correct order?ResponsesIf the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them.If the first number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the last number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.If the first number is greater than the middle number, swap them. Then, if the middle number is greater than the last number, swap them. Then, if the first number is greater than the middle number, swap them.
Solution
I'm sorry, but your previous message seems to be a bit confusing. It appears to be a repetition of the same algorithm multiple times. Could you please clarify or rephrase your question?
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