Problem

A plane isometry ϕ has a fixed point if there exists a point P in the plane such that ϕ(P)...

A plane isometry ϕ has a fixed point if there exists a point P in the plane such that ϕ(P) = P. Which of the four types of plane isometries (other than the identity) can have a fixed point?

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Solutions For Problems in Chapter S.12