A list of numbers ordered from least value to greatest value is shown. One number is missing. (18)/(5),3.71,_____,sqrt17 Which number could be the missing number?

Convert to Decimal Form: First, let's convert all the numbers to decimal form to make it easier to compare them. We start with the given numbers (18/5) and sqrt(17).Calculate Decimal Values: Calculate (18/5) in decimal form. (18/5) = 3.6.Find Missing Number Range: Now, let's find the decimal value of sqrt(17). The square root of 17 is approximately 4.1231.Choose Missing Number: We now have the list in decimal form: 3.6, 3.71, ..., 4.1231. The missing number should be greater than 3.71 and less than 4.1231.Since 3.71 is already greater than 3.6, we need to find a number that is slightly greater than 3.71 but still less than 4.1231. This could be any number in that range, but we need to choose one specific value for the missing number.A reasonable choice for the missing number could be 3.72, as it is greater than 3.71 and less than 4.1231. This fits the criteria of being ordered from least to greatest value.

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A list of numbers ordered from least value to greatest value is shown. One number is missing.

(18)/(5),3.71,_____,sqrt17
Which number could be the missing number?

A list of numbers ordered from least value to greatest value is shown. One number is missing. $\newline$ $\frac{18}{5}, 3.71, \_\_\_\_\_, \sqrt{17}$ $\newline$ Which number could be the missing number?

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Q. A list of numbers ordered from least value to greatest value is shown. One number is missing.

\newline

\frac{18}{5}, 3.71, \_\_\_\_\_, \sqrt{17}

\newline

Which number could be the missing number?

Convert to Decimal Form: First, let's convert all the numbers to decimal form to make it easier to compare them. We start with the given numbers $\frac{18}{5}$ and $\sqrt{17}$ .
Calculate Decimal Values: Calculate $(\frac{18}{5})$ in decimal form. $(\frac{18}{5}) = 3.6$ .
Find Missing Number Range: Now, let's find the decimal value of $\sqrt{17}$ . The square root of $17$ is approximately $4.1231$ .
Choose Missing Number: We now have the list in decimal form: $3.6$ , $3.71$ , ..., $4.1231$ . The missing number should be greater than $3.71$ and less than $4.1231$ .
Choose Missing Number: We now have the list in decimal form: $3.6$ , $3.71$ , ..., $4.1231$ . The missing number should be greater than $3.71$ and less than $4.1231$ .Since $3.71$ is already greater than $3.6$ , we need to find a number that is slightly greater than $3.71$ but still less than $4.1231$ . This could be any number in that range, but we need to choose one specific value for the missing number.
Choose Missing Number: We now have the list in decimal form: $3.6$ , $3.71$ , ..., $4.1231$ . The missing number should be greater than $3.71$ and less than $4.1231$ .Since $3.71$ is already greater than $3.6$ , we need to find a number that is slightly greater than $3.71$ but still less than $4.1231$ . This could be any number in that range, but we need to choose one specific value for the missing number.A reasonable choice for the missing number could be $3.72$ , as it is greater than $3.71$ and less than $4.1231$ . This fits the criteria of being ordered from least to greatest value.