Determining the conditional probability from a contingency table

The video tutorial explains how to calculate the probability of females who play sports. It distinguishes between two probability questions, emphasizing the importance of defining the correct total for calculations. The instructor demonstrates the calculation process, resulting in a probability of 12%. The concept of conditional probability is highlighted, and the session concludes with an invitation for questions.

What is the main focus of question number 6 in the video?

• Probability of females playing sports

• Total number of sports played

• Probability of students playing sports

• Total number of students

What is the total number of females calculated in the video?

• 39

• 71

• 334

• 85

Which numbers are added to find the total number of females?

• 39, 49, 85, 62, 71, 29

• 40, 48, 85, 62, 71, 29

• 39, 48, 85, 62, 71, 30

• 39, 48, 85, 62, 71, 29

What is the probability of female students who play sports, rounded to the nearest whole number?

• 11%

• 13%

• 10%

• 12%

How is the probability of female students who play sports calculated?

• By adding 39 and 334

• By dividing 334 by 39

• By dividing 39 by 334

• By subtracting 39 from 334