Consider an object moving along a. helical path in space (assume negligible gravity) with position given by F05) = (cos(t2), sin(t2), t2) for 0 s t g 3:7\". Suppose that at the point (35%, 3?, 31?\") the object veers off the helix and moves along the tangent line with constant velocity 17'" ( 345 thereafter. Find the distance from the object to the origin 1 sec0nd after veering off the helical path. Round to the nearest hundredth