Explanation:

,TWO PARTICLES left POINT A simultaneously at t = 0 and

reached point B simultaneously at t = 2 hours. The first particle

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the other

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the otherhalf at v2 = 45 km/h. The second particle traveled the entire distance

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the otherhalf at v2 = 45 km/h. The second particle traveled the entire distancewith constant acceleration, starting from REST. Let t1 and t2

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the otherhalf at v2 = 45 km/h. The second particle traveled the entire distancewith constant acceleration, starting from rest. Let t1 and t2be the moments of time at which the speed of both the particles is

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the otherhalf at v2 = 45 km/h. The second particle traveled the entire distancewith constant acceleration, starting from rest. Let t1 and t2be the moments of time at which the speed of both the particles issame.Write as your answer, the larger of the two values. Express

reached point B simultaneously at t = 2 hours. The first particletraveled half the distance at speed v1 = 30 km/h and the otherhalf at v2 = 45 km/h. The second particle traveled the entire distancewith constant acceleration, starting from rest. Let t1 and t2be the moments of time at which the speed of both the particles issame.Write as your answer, the larger of the two values. Expressyour answer in minute.