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Which inequality represents the situation? \( w \leq 15 \quad w \geq 15 \quad w>15 \quad w<15 \)

Ask by Valdez Hampton. in the United States
Mar 01,2025

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I need more information about the situation to determine which inequality applies.

Solución

I’d be happy to help, but I need a bit more context about the situation. The four inequalities—   w ≤ 15  w ≥ 15  w > 15  w < 15 —describe different kinds of restrictions. For example, if the situation says “w is no more than 15” (or “at most 15”), then the inequality would be w ≤ 15. If it says “w is at least 15” (or “no fewer than 15”), then it would be w ≥ 15. Similarly, “w > 15” means w must be greater than 15 (but not equal to 15) and “w < 15” means w must be less than 15. Could you please provide the details of the situation? That way, I can determine which inequality correctly represents it.

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Imagine you're planning a party, and you want to limit the number of guests to ensure there's enough space and resources. If you decide that you can have a maximum of 15 guests, the inequality that represents this situation would be \( w \leq 15 \). This means you can have 15 guests or fewer, but no more! Now, let’s make it even more exciting! If you start receiving RSVPs that exceed 15, you might consider adjusting the plan. This could lead to discussions about possibly expanding your venue or changing the party's nature. This concept doesn't just apply to party planning: it’s the basis for many real-life constraints in budgeting, project management, and even in sports like limiting team sizes!

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