Posted by **Nahla** on Friday, March 27, 2009 at 6:40pm.

An experiment consists of rolling a weighted die. The probability of rolling each number is: Pr[1]=0.2 , Pr[2]=0.15 , Pr[3]=0.25 , Pr[4]=0.15 , Pr[5]=0.05 , and Pr[6]=0.2 . On the first roll, you record if the number is Small (1,2) or Large (3,4,5,6). If the first number is Small, then on the second roll you record if the number is a 4 or not. If the first number is Large, on the second roll you record whether the number is Small or not. So, some typical outcomes would be S4 (small number rolled, then 4) or LL (large number rolled, then another large number). Draw a tree diagram and use it to answer the following questions.

What is Pr[LL]?

What is Pr[(not4)on second roll/S on first roll]?

What is Pr[S on second roll/L on first roll]

## Answer This Question

## Related Questions

- MATH! - An experiment consists of rolling a weighted die. The probability of ...
- Math 221 Week3 - A probability experiment consists of rolling a 6 sided die. ...
- Math - Statistics - I roll 12 4-sided dice. What is the probability that I roll ...
- statistic - Roll two 6-sided dice and examine their sum. a) How long will it ...
- math - Consider the experiment of rolling a single die. What is the probability ...
- math - consider the experiment of rolling a single die. What is the probability ...
- math - Consider the experiment of rolling a single die. Find the probability of ...
- math - You roll a number cube twice. Find the probability of the event. Rolling ...
- Math - Did I answer this correctly? Consider the experiment of rolling a single ...
- probability - Two six-sided dice each have the numbers 1 through 6 on their ...

More Related Questions