1. The problem statement, all variables and given/known data A car changes speed as it turns from travelling due south to heading due east. When exaclty halfway around the curve, the cars velocity is 19m/s at 45° south of east. At this moment, the cars total acceleration is 3.0 m/s2 at 20° north of east. Calculate the radial and tangential components of the cars acceleration, then calculate the radius of the turn 2. Relevant equations Radial acceleration is v2/R and tangential/centripetal acceleration is Δ|v|/Δt 3. The attempt at a solution I cant use either of these formulas to find either acceleration. Radius isnt given to find radial acceleration, and time isnt given to find tangential accel. So from there I tried using the given total acceleration: 3.0m/s and 20° with either the sine or cosine laws to find the acceleration components. I ended up with some numbers that seemed unlikely (I need to figure out how to post formulas better..) so Im doubting that is how to solve the question. What i do know is that once I find radial acceleration I can use that formula to find the Radius.