Does the following list represent a complete probability model? Explain.

P (red) = 16, P (yellow) = 13, P (blue) = 112, and P (green) = 12

Question

Mathematics

Cortez

26 October, 00:59

Does the following list represent a complete probability model? Explain.

P (red) = 16, P (yellow) = 13, P (blue) = 112, and P (green) = 12

+4

Answers (1)

Know the Answer?

Remington Wright · Answer 1

Yes

Step-by-step explanation:

The sum of probabilities listed on probability model must be equal to 1

Total = 16+13+112+12

= 153

P (red) + P (yellow) + P (blue) + P (green) = 16/153+13/153+112/153+12/153

= (16+13+112+12) / 153

= 153/153

= 1

Does the following list represent a complete probability model? Explain.P (red) = 16, P (yellow) = 13, P (blue) = 112, and P (green) = 12

Does the following list represent a complete probability model? Explain.

P (red) = 16, P (yellow) = 13, P (blue) = 112, and P (green) = 12