$(6$ pts$)$ A river is $1829$ feet wide and flowing at $4\mathrm{.}3$ mph from north to south. A woman in a canoe starts on the eastern shore of the river and heads west at her normal paddling speed of $2$ mph $.$ In what direction as an angle measured clockwise from the north will she actually be traveling? How far downstream from a point directly across from her launch point on the river will she land? Round both answers to the nearest tenth.