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For the distance the fly flies, shouldn't you use the fly's velocity, v3?
The problem involves two cars on a collision course with a fly traveling between them. The objective is to determine the distance the fly covers until the cars crash, with variables including velocity and time. The context suggests a focus on kinematics and relative motion.
The discussion is ongoing, with participants exploring various interpretations of the problem and attempting to derive equations for time and distance. Some guidance has been provided regarding the relationships between the variables, but no consensus has been reached on the final approach or solution.
Participants express uncertainty about the values of the variables and the implications of the teacher's instructions. There is mention of a potential requirement to solve the problem using infinite series, adding complexity to the discussion.
Sorry, getting crossed messages.Delta31415 said:d=vt
v3=d/(v1+v2)
But we already know that t=d/(v1+v2).Delta31415 said:v3*d/(v1+v2)
equals
v3*d=v1+v2
right?
Other than parentheses around the second v1+v2, my work here is done.Delta31415 said:yes i understand that d of fly= v3*t
Df=v3*d/(v1+v2)
equals
v1+v2*Df=v3*d
right?