The x and y components of a vector are rx = 14 m and ry =

QUESTION:

IP The  and  components of a vector \(\mathrm {\vec r}\) are \(r_x=14\ \mathrm m\) and \(r_y=-9.5\ \mathrm m\), respectively. Find  the direction and  the magnitude of the vector \(\mathrm {\vec r}\). (c) If both \(r_x\) and \(r_y\) are doubled, how do your answers to parts (a) and (b) change?

Equation Transcription:

Text Transcription:

vector{r}

r_x=14 m

r_y=-9.5 m

vector{r}

r_x

r_y