Suppose P(h) is a group of permutations and identity permutation(id) belongs to P(c). If ϕ(c)=c then which of the following is true?

. If ϕ(c)=c then which of the following is true?a) ϕ-1∈P(h)b) ϕ-1∈P(h)c) ϕ-1∈P(h)

belongs to P(c). If ϕ(c)=c then which of the following is true?a) ϕ-1∈P(h)b) ϕ-1∈P(h)c) ϕ-1∈P(h)d) ϕ-1∈P(h)

Suppose P(h) is a group of permutations and identity permutation(id)

1.	Suppose P(h) is a group of permutations and identity permutation(id) belongs to P(c). If ϕ(c)=c then which of the following is true?
A.	ϕ-1∈P(h)
B.	ϕ-1∈P(h)
C.	. If ϕ(c)=c then which of the following is true?a) ϕ-1∈P(h)b) ϕ-1∈P(h)c) ϕ-1∈P(h)
D.	belongs to P(c). If ϕ(c)=c then which of the following is true?a) ϕ-1∈P(h)b) ϕ-1∈P(h)c) ϕ-1∈P(h)d) ϕ-1∈P(h)
Answer» C. . If ϕ(c)=c then which of the following is true?a) ϕ-1∈P(h)b) ϕ-1∈P(h)c) ϕ-1∈P(h)