Posted by **Mary** on Friday, October 14, 2011 at 1:19pm.

Let c be a positive integer with 1<=c<=n. Show that the set:

W ={ó exists in Sn such that ó(c)=c} is a subgroup of Sn. (The set W is called the stabilizer of c, because every element in W leaves c fixed.)

## Answer this Question

## Related Questions

- MATH combinatorics HELP!!!!! - Determine the least positive integer n for which ...
- Math - A smooth partition of the integer n is a set of positive integers a 1 ,a ...
- Math - The average of a set of five different positive integers is 360. The two ...
- Math Help Please - A set of five different positive integers has a mean of 19 ...
- geometry - A smooth partition of the integer n is a set of positive integers a1,...
- math - Let S be the set of all measurable functions on [0,1]. Then the set O of ...
- geometry!!! please help me!!!! - Determine the least positive integer n for ...
- 11th grade mths - Please check urgently .I have to submit the assignment A give ...
- College Geometry - In discussing Frieze Groups it was assumed that there is a ...
- Math (algebra) - Suppose a and b are positive integers satisfying 1≤a&#...