Two cars `C_(1)` and `C_(2)` are moving on parallel roads in the same direction with velocity v. The relative of `C_(1)` w.r.t. `C_(2)` is :

Two cars C_(1) & C_(2) are moving in parallel lanes in the same direction at speeds 90kph & 108kph respectively (see figure). As the traffic signal turns red, both applies brake (assume constant retardation) simultaneously. If they both stop together at the dead line

Two cars C_(1) & C_(2) are moving in parallel lanes in the same direction at speeds 90kph & 108kph respectively (see figure). As the traffic signal turns red, both applies brake (assume constant retardation) simultaneously. If they both stop together at the dead line

Two train are moving in a straight line in the same direction with a speed of 80 km/h. The relative velocity of one trains w.r.t. each other is

Two train are moving in a straight line in the same direction with a speed of 80 km/h. The relative velocity of one trains w.r.t. each other is

Two cars are moving is one a same line dimension in opposite direction with the same speed v. The relative velocity of two cars w.r.t. each other is

Two cars are moving is one a same line dimension in opposite direction with the same speed v. The relative velocity of two cars w.r.t. each other is

Two cars C_(1) and C_(2) moving in the same direction on a straight single lane road with velocities v_(1)=12 m s^(-1) and v_(2) =10 m s^(-1) , respectively . When the separation between the two was d=200 m , C_(2) started accelerating to avoid collision. What is the minimum acceleration of car C_(2) so that they do not collide? .

Two cars C_(1) and C_(2) moving in the same direction on a straight single lane road with velocities v_(1)=12 m s^(-1) and v_(2) =10 m s^(-1) , respectively . When the separation between the two was d=200 m , C_(2) started accelerating to avoid collision. What is the minimum acceleration of car C_(2) so that they do not collide? .