1. The problem statement, all variables and given/known data You come to a river and you see a vine you will use to swing across. Your mass is 75.0 kg, the vine is 18.0 m long, and the vine breaks when under 655 N of tension. a) at what angle from the vertical will the vine break? b) what should be the maximum tension supported by the vine for you to safely cross the river? 2. Relevant equations T=mgcosθ+ m (v^2/r) θ=cos^-1((T-m(v^2/r))/mg) Tmax=mgcos(0)+m(v^2bottom/r) Tmax=mg+m(v^2bottom/r) 3. The attempt at a solution How i would solve this problem is by using the formulas like, θ=cos^-1(T/mg) θ=cos^-1(655/((75.0kg)(9.8m/s^2)) and get θ=27.0 degrees and Tmax=mg Tmax=(75.0kg)(9.8m/s^2) =735 N is this the correct approach?