362455
Two trains '\(A\)' and '\(B\)' of length '\(l\)' and '\(4 l\)' are travelling into a tunnel of length '\(L\)' in parallel tracks from opposite directions with velocities \(108\;km{\rm{/}}h\) and \(72\;km{\rm{/}}h\), respectively. If train '\(A\)' takes \(35 s\) less time than train '\(B\)' to cross the tunnel then, length '\(L\)' of tunnel is
(Given \(L = 60l\))
362456 A bird is tossing (flying to and fro) between two cars moving towards each other on a straight road. One car has speed of \(27\;km\;{h^{ - 1}}\) while the other has the speed of \(18\;km\;{h^{ - 1}}\). The bird starts moving from first car towards the other and is moving with the speed of \(36\;km\;{h^{ - 1}}\) when the two cars were separated by \(36\;km\). The total distance covered by the bird is:
362457 A man swimming downstream overcome a float at a point \(M\). After travelling distance \(D\) he turned back and passed the float at a distance of \(D\)/2 from the point \(M\), then the ratio of speed of swimmer with respect to still water to the speed of the river will be
362455
Two trains '\(A\)' and '\(B\)' of length '\(l\)' and '\(4 l\)' are travelling into a tunnel of length '\(L\)' in parallel tracks from opposite directions with velocities \(108\;km{\rm{/}}h\) and \(72\;km{\rm{/}}h\), respectively. If train '\(A\)' takes \(35 s\) less time than train '\(B\)' to cross the tunnel then, length '\(L\)' of tunnel is
(Given \(L = 60l\))
362456 A bird is tossing (flying to and fro) between two cars moving towards each other on a straight road. One car has speed of \(27\;km\;{h^{ - 1}}\) while the other has the speed of \(18\;km\;{h^{ - 1}}\). The bird starts moving from first car towards the other and is moving with the speed of \(36\;km\;{h^{ - 1}}\) when the two cars were separated by \(36\;km\). The total distance covered by the bird is:
362457 A man swimming downstream overcome a float at a point \(M\). After travelling distance \(D\) he turned back and passed the float at a distance of \(D\)/2 from the point \(M\), then the ratio of speed of swimmer with respect to still water to the speed of the river will be
362455
Two trains '\(A\)' and '\(B\)' of length '\(l\)' and '\(4 l\)' are travelling into a tunnel of length '\(L\)' in parallel tracks from opposite directions with velocities \(108\;km{\rm{/}}h\) and \(72\;km{\rm{/}}h\), respectively. If train '\(A\)' takes \(35 s\) less time than train '\(B\)' to cross the tunnel then, length '\(L\)' of tunnel is
(Given \(L = 60l\))
362456 A bird is tossing (flying to and fro) between two cars moving towards each other on a straight road. One car has speed of \(27\;km\;{h^{ - 1}}\) while the other has the speed of \(18\;km\;{h^{ - 1}}\). The bird starts moving from first car towards the other and is moving with the speed of \(36\;km\;{h^{ - 1}}\) when the two cars were separated by \(36\;km\). The total distance covered by the bird is:
362457 A man swimming downstream overcome a float at a point \(M\). After travelling distance \(D\) he turned back and passed the float at a distance of \(D\)/2 from the point \(M\), then the ratio of speed of swimmer with respect to still water to the speed of the river will be
362455
Two trains '\(A\)' and '\(B\)' of length '\(l\)' and '\(4 l\)' are travelling into a tunnel of length '\(L\)' in parallel tracks from opposite directions with velocities \(108\;km{\rm{/}}h\) and \(72\;km{\rm{/}}h\), respectively. If train '\(A\)' takes \(35 s\) less time than train '\(B\)' to cross the tunnel then, length '\(L\)' of tunnel is
(Given \(L = 60l\))
362456 A bird is tossing (flying to and fro) between two cars moving towards each other on a straight road. One car has speed of \(27\;km\;{h^{ - 1}}\) while the other has the speed of \(18\;km\;{h^{ - 1}}\). The bird starts moving from first car towards the other and is moving with the speed of \(36\;km\;{h^{ - 1}}\) when the two cars were separated by \(36\;km\). The total distance covered by the bird is:
362457 A man swimming downstream overcome a float at a point \(M\). After travelling distance \(D\) he turned back and passed the float at a distance of \(D\)/2 from the point \(M\), then the ratio of speed of swimmer with respect to still water to the speed of the river will be