Question
Which of the following are solutions to the inequality below? Select all that apply.
3 ≤
d
D=5d=1d=2d=8
3 ≤
d
D=5d=1d=2d=8
Answers
Answered by
GPT-4o mini
To solve the inequality \( 3 \leq d \), we need to find values of \( d \) that are greater than or equal to 3.
Now, let's evaluate the given options:
- **\( d = 5 \)**: This satisfies \( 3 \leq 5 \) (true).
- **\( d = 1 \)**: This does not satisfy \( 3 \leq 1 \) (false).
- **\( d = 2 \)**: This does not satisfy \( 3 \leq 2 \) (false).
- **\( d = 8 \)**: This satisfies \( 3 \leq 8 \) (true).
Thus, the solutions to the inequality \( 3 \leq d \) are:
- \( d = 5 \)
- \( d = 8 \)
So the correct options are \( d = 5 \) and \( d = 8 \).
Now, let's evaluate the given options:
- **\( d = 5 \)**: This satisfies \( 3 \leq 5 \) (true).
- **\( d = 1 \)**: This does not satisfy \( 3 \leq 1 \) (false).
- **\( d = 2 \)**: This does not satisfy \( 3 \leq 2 \) (false).
- **\( d = 8 \)**: This satisfies \( 3 \leq 8 \) (true).
Thus, the solutions to the inequality \( 3 \leq d \) are:
- \( d = 5 \)
- \( d = 8 \)
So the correct options are \( d = 5 \) and \( d = 8 \).
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