Baldwin has the following data: 5, 17, t, 12 If the range is 12, which number could t be? Choices: (A)17 (B)4

Calculate Range Equation: Calculate the range of the data set. The range is the difference between the maximum and minimum values in the set. Since the range is given as 12, we set up the equation: max - min = 12. Identify Maximum and Minimum: Identify the current maximum and minimum values without t. Current values are 5, 17, and 12. Without t, the minimum is 5 and the maximum is 17. Substitute Known Values: Substitute the known max and min into the range equation: 17 - 5 = 12. This equation is incorrect because 17 - 5 equals 12, which is not true; it equals 12.

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Baldwin has the following data: $\newline$ $5, 17, t, 12$ $\newline$ If the range is $12$ , which number could $t$ be? $\newline$ Choices: $\newline$ $(A)$ $17$ $\newline$ $(B)$ $4$

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Grade 8

Mean, median, mode, and range: find the missing number

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Q. Baldwin has the following data:

\newline

5, 17, t, 12

\newline

If the range is

12

, which number could

t

be?

\newline

Choices:

\newline

(A)

17

\newline

(B)

4

Calculate Range Equation: Calculate the range of the data set. The range is the difference between the maximum and minimum values in the set. Since the range is given as $12$ , we set up the equation: $\text{max} - \text{min} = 12$ .
Identify Maximum and Minimum: Identify the current maximum and minimum values without $t$ . Current values are $5$ , $17$ , and $12$ . Without $t$ , the minimum is $5$ and the maximum is $17$ .
Substitute Known Values: Substitute the known max and min into the range equation: $17 - 5 = 12$ . This equation is incorrect because $17 - 5$ equals $12$ , which is not true; it equals $12$ .