A highway curve forms a section of a circle. A car goes around the curve as shown in the helicopter view in the figure below. Its dashboard compass shows that the car is initially heading due east. After it travels d = 847 m, it is heading θ = 36.5° south of east. Find the radius of curvature of its path. Suggestion: Use s = rθ where θ is in radians.

Question

anonymous · Answer

s=r0
r=s/0                    0=36.5  *  pi/180=0.6367
r=847/0.6367
r=1330

anonymous · Answer

plz give me medal if i did it right

anonymous · Answer

thank you so much for helping me...