Asked by Mathslover Please help

A motorbike starts from rest at time t=0 and begins to accelerate around a circular track as shown in the figure below. Eventually, at time t=t1 the motorbike reaches the maximum velocity possible without slipping off the track. What's the minimum length in meters the motorbike must travel between t=0 and t=t1?
Radius of track=10m

Details and assumptions
Assume that the friction coefficient everywhere on the race track is the same.
The motorbike wheels never slip on the track as it accelerates.
Answered by Mc^2
I think coefficient of friction shd b given
Answered by hans
can u explain Mc^2,pleasee...
Answered by Rider
No coefficient required..
Answered by hans
problem rider??
Answered by physics guy
try 2?
Answered by dr. cao
9.90?
Answered by Anonymous
wrong
Answered by Mathslover Please help
Dude Help
Answered by dr.cao 2nd
wrong again dr.cao
Answered by dr.cao 3rd
wrong wrong wrong dr.cao
Answered by Mathslover Please help
Dude tell the right answer I have to show my homework
Answered by bakhchodh
Mathlover saale yeh tera home work hai ya brilliant ki website pe teri red maregi
Answered by roger
26.5
Answered by Sambaran G.
Wrong again..........................
Answered by steven
I got to, mv^2/r = mew(mg) that's it...... idk how im supposed to solve all those unknowns....
Answered by bakhchodh tera baap
bosdike madarchod teri maa chud rahi hai kya agar koi apna sawaal puche!!!! saale chup reh warna teri maa ki chut faad dunga
Answered by Sambaran G.
@Steven,that's a very common technique to use...but the answer doesn't match by using dat................I think dx/dt may work .Do have a try..:)
Answered by hans
did you get the answer Sambaran G. explain us if you got...Thx
Answered by Hari
QUESTIONS AT BRILLIANT ARE SUPPOSED TO BE DONE ON UR OWN... DON'T BE TOO GREEDY FOR POINTS... L O S E R!!
Answered by Brilliant level4 and level 5 player
Hari....we are here not for point...we are here for learn together....
if some one get the answer,he/she will explain for us, and we can get the ide for the problem..

Answered by Brilliant level4 and level 5 player
DID YOU KNOW,IN BRILLIANT,hardly ever give the solution for difficult problem,such as this problem...if it just flow away,and abandonded,WE CANNOT LEARN FROM THAT DIFFICULT problem
Answered by asdf
20
Answered by Last minute helper
7.8
Answered by JUHSJH
HOW did u get the ans Last minute helper???
SOLUTIONS PLZZZZ!!!
Answered by Last minute helper
NO!
There are no AI answers yet. The ability to request AI answers is coming soon!