To solve this problem, we need to find the distance for each half of the journey and then add them together.

1. First, we need to find the time spent on each half of the journey. Since the total journey takes 12 hours, each half would take 6 hours.

2. Next, we calculate the distance for each half. Distance is calculated as speed multiplied by time.

For the first half of the journey, Hrithik is traveling at 19km/h for 6 hours. So, the distance for the first half is 19km/h * 6h = 114km.

For the second half of the journey, Hrithik is traveling at 21km/h for 6 hours. So, the distance for the second half is 21km/h * 6h = 126km.

3. Finally, we add the distances together to find the total distance of the journey. So, the total journey is 114km + 126km = 240km.

Therefore, the total journey is 240 kilometers.

Question

To solve this problem, we need to find the distance for each half of the journey and then add them together.

1. First, we need to find the time spent on each half of the journey. Since the total journey takes 12 hours, each half would take 6 hours.

2. Next, we calculate the distance for each half. Distance is calculated as speed multiplied by time.

For the first half of the journey, Hrithik is traveling at 19km/h for 6 hours. So, the distance for the first half is 19km/h * 6h = 114km.

For the second half of the journey, Hrithik is traveling at 21km/h for 6 hours. So, the distance for the second half is 21km/h * 6h = 126km.

3. Finally, we add the distances together to find the total distance of the journey. So, the total journey is 114km + 126km = 240km.

Therefore, the total journey is 240 kilometers.

Knowee AI · Accepted Answer

To solve this problem, we need to find the distance for each half of the journey and then add them together.

1. First, we need to find the time spent on each half of the journey. Since the total journey takes 12 hours, each half would take 6 hours.

2. Next, we calculate the distance for each half. Distance is calculated as speed multiplied by time.

For the first half of the journey, Hrithik is traveling at 19km/h for 6 hours. So, the distance for the first half is 19km/h * 6h = 114km.

For the second half of the journey, Hrithik is traveling at 21km/h for 6 hours. So, the distance for the second half is 21km/h * 6h = 126km.

3. Finally, we add the distances together to find the total distance of the journey. So, the total journey is 114km + 126km = 240km.

Therefore, the total journey is 240 kilometers.

Hrithik Roshan completes a journey in 12 hours. He travels the first half of the journey at the rate of 19km/h and the second half at the rate of 21 km/h. What is the total journey in km?