Question

A car travels 156 km in 4 hours while a bus covers 140 km in 3 hours. Which vehicle is running ​: (a) Faster (b) Slower (c) At the same speed (d) None of the above

Answer 1

After calculating their respective speeds, it is found that the bus's speed is approximately 46.67 km/h, higher than the car's speed of 39 km/h. Therefore, the bus is running faster, and the car is running slower.

Step-by-step explanation:

To determine which vehicle is running faster, we must first find the speed of each vehicle. Speed is calculated as the distance traveled divided by the time taken. For the car, the speed is 156 km / 4 hours = 39 km/h. For the bus, the speed is 140 km / 3 hours = approximately 46.67 km/h. Comparing these speeds, we can conclude that:

• (a) The bus is running faster than the car.
• (b) The car is running slower than the bus.
• (c) They are not running at the same speed.
• (d) None of the above does not apply as we have clear answers for (a) and (b).

Answer 2

The bus is running faster with a speed of approximately 46.67 km/h, while the car is running slower at a speed of 39 km/h.

Step-by-step explanation:

To determine which vehicle is running faster, we need to calculate the speed of both the car and the bus. Speed is defined as distance traveled divided by time taken. For the car, the speed is 156 km / 4 hours = 39 km/h, while the bus has a speed of 140 km / 3 hours ≈ 46.67 km/h. Therefore, the bus is running faster than the car. The car is running slower than the bus, and they are not running at the same speed since their speeds are different.