Respuesta :

1st step:  break each of these arrows (vectors) into their x- and y-components.  The pedestrian vector would be <6,0>.

The wind vector would be <-13cos(45), 13sin(45)>  (Notice the x-component is negative because it is to the left.)

2nd step.  Add the two vectors:  <6, 0> + <-9.1924,9.1924>  =  <-3.1924, 9.1924>    This is the resultant vector in rectangular coordinates.   Now you need the magnitude of this vector.

3rd step:  Magnitude is always positive and it is sqrt[x-coord2 + y-coord2]

Magnitude = sqrt(94.6915598949) = 9.7309588374  rounded to whatever

Answer:

1st step:  break each of these arrows (vectors) into their x- and y-components.  The pedestrian vector would be <6,0>.

The wind vector would be <-13cos(45), 13sin(45)>  (Notice the x-component is negative because it is to the left.)

2nd step.  Add the two vectors:  <6, 0> + <-9.1924,9.1924>  =  <-3.1924, 9.1924>    This is the resultant vector in rectangular coordinates.   Now you need the magnitude of this vector.

3rd step:  Magnitude is always positive and it is sqrt[x-coord2 + y-coord2]

Magnitude = sqrt(94.6915598949) = 9.7309588374  rounded to whatever