Each of the following states a probability for two events. In which case are the events dependent? 1. The probability that an Olympic diver will score 8 or above on two consecutive dives. The chance of scoring an 8 or above is low, so it will be difficult to do it twice in a row. 2.The probability that an Olympic diver will score 8 or above on two consecutive dives. The first dive will affect the score of the second dive. 3. The probability of finding two people in your class with a birth date of February 29. After the first student is found, the probability of finding a second student decreases. 4. The probability of finding two people in your class with a birth date of February 29. The chance of being born on a leap year is so small that it will be nearly impossible to find two students in a class with that same birth date. 5. The probability of choosing two pink roses from a vase with 25 roses. After the first rose is picked, the probability of picking a second pink rose increases. 6. The probability of choosing two pink roses from a vase with 25 roses. After the first rose is picked, there will be one less pink rose and one less out of the total in the vase.
Each of the following states a
1. The probability that an Olympic diver will score 8 or above on two consecutive dives. The chance of scoring an 8 or above is low, so it will be difficult to do it twice in a row.
2.The probability that an Olympic diver will score 8 or above on two consecutive dives. The first dive will affect the score of the second dive.
3. The probability of finding two people in your class with a birth date of February 29. After the first student is found, the probability of finding a second student decreases.
4. The probability of finding two people in your class with a birth date of February 29. The chance of being born on a leap year is so small that it will be nearly impossible to find two students in a class with that same birth date.
5. The probability of choosing two pink roses from a vase with 25 roses. After the first rose is picked, the probability of picking a second pink rose increases.
6. The probability of choosing two pink roses from a vase with 25 roses. After the first rose is picked, there will be one less pink rose and one less out of the total in the vase.
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