Question

A car is traveling a curved section of highway, as shown from a top-down view in the fourey Tes ops syestene After the car travels d 844 m, it is heading θ 36.5° south of east, what is the radius o car's path? Hint: Use s-ro where θ is in radians. section of highway makes an arc of a circle. Initially the car is heading east, as indicated e below by its G The curvature of the

Answer 1

here,

length of arc , d= 844 m

theta = 36.5 degree

let the radius of curvature of path be r

as we know

d = (theta /360) * 2 *pi*r

844 = ( 36.5/360) * 2 * pi * r

solving for r

r = 1325.5 m

the radius of curvature of the path is 1325.5 m