A list of values ordered from least to greatest is shown. One of the values is missing.
8 V8,, V64
Select all the values that could be the missing value in the list.
π
12/5
√9
√20
3^√30
250%
To determine which values could be the missing value in the list, we need to compare them to the values already in the list.
The given list is "8 V8, V64."
To begin, we need to understand what "V8" and "V64" represent. It seems that "V" represents a square root symbol (√), so "V8" represents the square root of 8 (√8) and "V64" represents the square root of 64 (√64), which is 8.
Now, let's compare the given list to the values provided:
π ≈ 3.14
12/5 ≈ 2.4
√9 = 3
√20 ≈ 4.47
3^√30 ≈ 102.26
250% = 2.5
Comparing these values to the given list, we can see that:
π is smaller than all the values in the list.
12/5 is smaller than all the values in the list.
√9 is equal to the first value in the list (V8), so it cannot be the missing value.
√20 is smaller than the second value in the list (V64), so it cannot be the missing value.
3^√30 is larger than the second value in the list (V64), so it cannot be the missing value.
250% is larger than the second value in the list (V64), so it cannot be the missing value.
Therefore, the possible missing value is either π or 12/5.