Question

which inequality represents how many days it will take rebecca to complete her orders? a ( x > 3 ) b ( x < 3 ) c ( x geq 3 ) d ( x leq 3 )

Explanation:

To determine the correct inequality, we analyze the context (even though the full context of Rebecca's order completion isn't fully provided here, typically if we assume she needs at least 3 days or can take 3 or more days, or less than/at most 3 days). But looking at the options, if we consider that maybe the situation is that it will take her 3 or more days (including 3), the inequality \( x \geq 3 \) (option C) or if it's at most 3 days \( x \leq 3 \) (option D), or more than 3 (\( x>3 \)) or less than 3 (\( x < 3 \)). However, since the selected option in the image is B (\( x < 3 \)), but we need to verify. Wait, maybe the problem (missing details but from typical problems) - if, for example, Rebecca can complete orders in less than 3 days, then \( x < 3 \) (option B) is correct. But let's check the options:

• Option A: \( x>3 \) means more than 3 days.
• Option B: \( x < 3 \) means less than 3 days.
• Option C: \( x \geq 3 \) means 3 or more days.
• Option D: \( x \leq 3 \) means 3 or fewer days.

Assuming the context is that it takes Rebecca less than 3 days to complete her orders, then the correct inequality is \( x < 3 \), which is option B.

The inequality \( x < 3 \) (option B) represents that the number of days \( x \) is less than 3. If Rebecca’s order - completion time is less than 3 days, this inequality fits.

Answer:

B. \( x < 3 \)