A child on a bicycle speeds up from rest to $3\mathrm{.}72$ m$/$s in $4\mathrm{.}19$ s$.$ The radius of the bicycle's tires is $0\mathrm{.}157$ m$.$ How many degrees off from their original angle of rotation are the tires after exactly two seconds from the beginning of this motion?

Note: this question is not asking for the total angle of rotation. The answer must be an angle in degrees which, if in radians, is between $0$ and $2\backslash$pi $.$A child on a bicycle speeds up from rest to $3\mathrm{.}72$ m$/$s in $4\mathrm{.}19$ s$.$ The radius of the bicycle's tires is $0\mathrm{.}157$ m$.$ How many degrees off from their original angle of rotation are the tires after exactly two seconds from the beginning of this motion?

Note: this question is not asking for the total angle of rotation. The answer must be an angle in degrees which, if in radians, is between $0$ and $2\backslash$pi $.$