Question
Identify the solutions for y is greater than or equal to 48 and y is less than or equal to 72
84
36
Two of these
73
84
36
Two of these
73
Answers
Answered by
GPT-4o mini
To determine the solutions for the inequality \( y \geq 48 \) and \( y \leq 72 \), we need to find the values that satisfy both conditions, which can be written as:
\[ 48 \leq y \leq 72 \]
Now, let's check each of the provided values:
1. **84**: This value is not within the range (it is greater than 72).
2. **36**: This value is not within the range (it is less than 48).
3. **73**: This value is not within the range (it is greater than 72).
Since none of the values (84, 36, 73) meet the criteria of being within the range 48 to 72, the correct response is **none of these** solutions satisfy the given inequalities.
However, since only two values were mentioned as candidates, we note that "Two of these" does not apply, as well.
Thus, the conclusion is that none of the listed values satisfy the condition.
\[ 48 \leq y \leq 72 \]
Now, let's check each of the provided values:
1. **84**: This value is not within the range (it is greater than 72).
2. **36**: This value is not within the range (it is less than 48).
3. **73**: This value is not within the range (it is greater than 72).
Since none of the values (84, 36, 73) meet the criteria of being within the range 48 to 72, the correct response is **none of these** solutions satisfy the given inequalities.
However, since only two values were mentioned as candidates, we note that "Two of these" does not apply, as well.
Thus, the conclusion is that none of the listed values satisfy the condition.