The problem involves a cyclist moving on a level road who stops pedaling, leading to the wheels coming to rest. The retardation of the cycle is described by two components: a constant value due to friction and a velocity-dependent resistance. The context suggests a focus on differential equations related to motion and deceleration.
The discussion reflects a progression where participants are exploring the formulation of the problem and the necessary mathematical steps. Some guidance has been offered regarding the structure of the differential equation, but there is no clear consensus on the next steps or resolution of the problem.
Participants are reminded of forum rules requiring them to demonstrate more effort before receiving assistance, indicating a focus on individual problem-solving efforts.
norhh said:Homework Statement
a cyclist is moving on a level road at 4m/s stops pedaling and let's the wheels comes to rest the retardation of cycle has 2 components a constant 0.08m/s^2 due to friction in working parts and resistance of 0.02v^2/m where v is speed in m/s and distance tranversed by the cycle before it comes to rest.(log 5=1.6)
norhh said:yes after that i do not know what to do
norhh said:yes after that i do not know what to do
norhh said:Homework Statement
a cyclist is moving on a level road at 4m/s stops pedaling and let's the wheels comes to rest the retardation of cycle has 2 components a constant 0.08m/s^2 due to friction in working parts and resistance of 0.02v^2/m where v is speed in m/s and distance tranversed by the cycle before it comes to rest.(log 5=1.6)
2. Homework Equations
The Attempt at a Solution
Per the forum rules, you need to show more effort to receive help here.norhh said:yes after that i do not know what to do