mac, zac and jac raced each other in the 100-meter dash daily, as part of their training. The graph shows an incomplete probability model for who will win any given race. What is the probability that zac will win any given race?


To find the probability that Zac will win any given race, we need the complete probability model, which typically includes the probabilities of each participant winning. 

Assuming the probability model includes the probabilities of Mac, Zac, and Jac winning, let’s denote:

- \( P(M) \): Probability of Mac winning
- \( P(Z) \): Probability of Zac winning
- \( P(J) \): Probability of Jac winning

The sum of these probabilities should equal 1:

\[ P(M) + P(Z) + P(J) = 1 \]

If you provide the incomplete probabilities for Mac and Jac, I can calculate the probability for Zac. Otherwise, if you have any specific numbers or percentages from the graph, please share those, and I’ll assist you in determining Zac’s probability.

Mac, Zac, and Jac raced each other in the 100-meter dash daily, as part of their training. The graph shows an incomplete probability model for who will win any given race. What is the probability that Zac will win any given race?

Learn how to find the probability of Zac winning a race when given an incomplete probability model for Mac, Zac, and Jac. This problem explores probability concepts and calculations with a focus on the total probability theorem, suitable for Grades 6-8.

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