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 discussion involves multiple physics problems related to kinematics, forces, and tension. Participants are attempting to understand how to approach these problems without seeking direct answers, focusing instead on the reasoning and equations involved.
Some participants are actively engaging with the problems, asking clarifying questions about the equations and concepts. There is a recognition of the need to understand the relationships between different variables, although no consensus or resolution has been reached.
Participants express uncertainty about the equations and their applications, indicating a lack of familiarity with the subject matter. There are mentions of specific values and conditions that are not fully defined, contributing to the complexity of the discussion.
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?