Recall that κ(t)\displaystyle \kappa{\left({t}\right)} is defined as the x-coordinate of the point on which you land when you walk along the unit square a distance t\displaystyle {t} (starting at (1,0) and taking positive direction as counterclockwise). Likewise, we define σ(t)\displaystyle \sigma{\left({t}\right)} as the corresponding y-coordinate. (See your class notes for clarification.)

Evaluate these functional expression:
κ(6.8)=\displaystyle \kappa{\left({6.8}\right)}=
σ(6.8)=\displaystyle \sigma{\left({6.8}\right)}=