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(Solved): Let H = {B E S5IB(1) = 1 and B(3) = 3}. Prove that H is a subgroup of S5. How many elements are in H ...



Let H = {B E S

5

IB(1) = 1 and B(3) = 3}. Prove that H is a subgroup of S

5

. How many elements are in H? Is your argument valid when 5 is replaced by any n

>=

3? How many elements are in H when 5 is replaced by any n

>=

3?



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