\\\\infty A

\ A turtle ambles leisurely from a location with position vector

r_(1,x)=1.15m

and

r_(1,y)=

location with position vector

r_(2,x)=3.59m

and

r_(2,y)=-4.55m

, where the lettuce appears to be tastier. The excursion takes

5.21min

to complete. What are the components and the magnitude of the turtle's average velocity in misters per second?\ What is the

x

component

v_(av,x)

of the turtle's average velocity vector?\

v_(av,x)=

\

(m)/(s)

\ What is the

y

component

v_(av,y)

of the turtle's average velocity vector?\

v_(av,y)=

\

(m)/(s)

\ What is the magnitude

|vec(v)_(av)|

of the turtle's average velocity vector?\

|vec(v)_(av)|=

\

(m)/(s)

A turtle ambles leisurely from a location with position vector r1,x=1.15m and r1,y=2.15mina location with position vector r2,x=3.59m and r2,y=4.55m, where the lettuce appears to be tastier. The excursion takes 5.21min to complete. What are the components and the magnitude of the turtle's average velocity in miters per second? What is the x component vav,x of the turtle's average velocity vector? vav,x= m/s What is the y component vav,y of the turtle's average velocity vector? vav,y= m/s What is the magnitude vav of the turtle's average velocity vector? vav= m/s