Thursday

April 2, 2015

April 2, 2015

Posted by **Mujtaba** on Saturday, January 5, 2013 at 3:39am.

be a sample space with probability distribution P,

given by

P(s1)= 0.5, P(s2)= 0.25, P(s3)= 0.125, P(s4)= 0.125.

There are sixteen possible events that can be formed from the elements of 'S'.

Compute the probability and surprise of these events.

- Probability -
**MathMate**, Saturday, January 5, 2013 at 12:06pmI assume that each of the sixteen events has two outcomes of S, namely

P(s1,s1), P(s1,s2).....P(s4,s4).

By the multiplication rule, and assuming that the two outcomes are independent, we have

P(s1,s1)=P(s1)P(s1)=0.5*0.5;=0.25

....

P(s4,s4)=P(s4)P(s4)=0.125*0.125=0.015625

Note: The sum of probabilities of the 16 events should add up to 1.

Not sure about the surprise part.

**Answer this Question**

**Related Questions**

statistics - Use the list and calculation method to answer the following ...

Finite Math - An urn contains sixteen red balls and seventeen white balls. A ...

Finance - I need help on this study problem.----- A firm computes the ...

probability - Let A and B two mutually exclusive events of a sample space S. If ...

Statistics - What is the probability that we would obtain two sample means that ...

Probability - You have a sample space of 2 events called A and B. From your ...

maths probability - Consider an experiment with four possible outcomes which we ...

math - which of the following expressions shows the equation to use in finding ...

mathematics - which of the following expressions shows the equation to use in ...

math - which of the following expressions shows the equation to use in the ...