BigGirl58
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Hootenanny said:Correct, so using vf = vi+at we can write;
v -gt = 0 \Rightarrow t = -\frac{v}{g}
Do you follow?
okay yea, I follow.
The forum discussion revolves around solving three physics problems involving kinematics and forces. The first problem requires calculating the speed of a dirt bike rider needed to land 2.5 meters beyond a jump over three hills, with a takeoff angle of 37 degrees. The second problem assesses whether a paratrooper will black out under specific forces during a parachute deployment. The third problem involves determining the tension in cables supporting a 100 kg camera at a 45-degree angle. Participants emphasize the importance of understanding kinematic equations, specifically the SUVAT equations, to approach these problems effectively.
PREREQUISITESStudents studying physics, particularly those tackling kinematics and forces, as well as educators looking for examples of problem-solving techniques in physics discussions.
Hootenanny said:Correct, so using vf = vi+at we can write;
v -gt = 0 \Rightarrow t = -\frac{v}{g}
Do you follow?
Hootenanny said:So, when the rider lands what will his vertical velocity be?