(New page: **Part a This problems is the same one that we had in class the other day. First you write down the sequence which is ( (1-p)^6*p^4)). Then you take the derivative in term of p and solve ...) |
|||
Line 1: | Line 1: | ||
− | |||
**Part a | **Part a | ||
This problems is the same one that we had in class the other day. First you write down the sequence which is ( (1-p)^6*p^4)). Then you take the derivative in term of p and solve for p | This problems is the same one that we had in class the other day. First you write down the sequence which is ( (1-p)^6*p^4)). Then you take the derivative in term of p and solve for p | ||
**part b | **part b | ||
you follow the same procedure as above, but now , you just need to use variables instead | you follow the same procedure as above, but now , you just need to use variables instead | ||
+ | |||
+ | |||
+ | // I wold like to comment on part b. I thought you should do part b as described above, however after going to the help session i learned that we have to do part b differently than part a because in part a we have a fixed outcome. In part be we can have any combination as long as there are k heads. |
Revision as of 05:02, 5 November 2008
- Part a
This problems is the same one that we had in class the other day. First you write down the sequence which is ( (1-p)^6*p^4)). Then you take the derivative in term of p and solve for p
- part b
you follow the same procedure as above, but now , you just need to use variables instead
// I wold like to comment on part b. I thought you should do part b as described above, however after going to the help session i learned that we have to do part b differently than part a because in part a we have a fixed outcome. In part be we can have any combination as long as there are k heads.