Abstract Algebra

hbrown96

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Dec 8, 2012
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Let H be a subgroup of S5 which contains (12345) and (45). Show that H = S5. (Note, this problem can be done in several ways, all of which require some level of computation.)
 
Let H be a subgroup of S5 which contains (12345) and (45). Show that H = S5. (Note, this problem can be done in several ways, all of which require some level of computation.)

H = S5. ← What does this statement signify?

Where are your computations?

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