three particles A B C are situated at the vertices of an equilateral triangle ABC of side d at t=o . each of the particle moves with a constant speed v, A always has its velocity along AB, B along BC , c along CA. at what time will the particles meet each other
i actually didnt get the concept behind this pro. those three people should not meet each other
The particle will meet each other at the circumcenter of triangle ....
so each particle will have to travel a distace d /root 2 ( distance of each particle at vertex from circumcentre.{can be calculated using geometry} )..
now take component of velocity toward circumcentre . by using that the angle of equilateral triangle is 60 degrees...
and apply t= s/v to get answer..
I DONOT FOLLOW THE RULES I MAKE THEM TO FOLLOW ME.