Of these outcomes, how many are favorable?D. What do you think are the chances of a favorable outcome on one spin?

To provide a detailed answer, I need more context regarding the specific outcomes you're referring to, such as the nature of the event (e.g., a game, a spinner with sections, a set of possible results, etc.) and what constitutes a "favorable" outcome.

However, I can guide you on how to analyze such questions:

1. Understanding Outcomes: Identify all possible outcomes from a spin or event. For instance, if it's a spinner with sections numbered or colored, list each section.

2. Identifying Favorable Outcomes: Define what makes an outcome favorable. For example, if favorable outcomes are winning sections, count how many of those sections fall into this category.

3. Calculating Chances of a Favorable Outcome:

   • The probability $P$ of getting a favorable outcome can be calculated using the formula: $P(\text{favorable outcome}) = \frac{\text{Number of favorable outcomes}}{\text{Total number of outcomes}}$

4. Interpreting Results: Once you've calculated the probability, interpret what that means in practical terms. For instance, if the chance is 0.25, that represents a 25% chance of landing on a favorable outcome with one spin.

If you provide details about the specific outcomes, I'll be able to give a more targeted analysis!