
Мотоцикліст за 4 год проїхав 260 км. Велосипедист був у дорозі 6 год. Швидкість його руху у 5 разів
менша,ніж швидкість мотоцикліста. На скільки більше км проїхав мотоцикліст за 4 год,ніж велосипедист за 6 год?

Ответы на вопрос

65 :5=13 (км/год) - швидкість велосипедиста;
13*6=78 (км)- відстань, яку проїхав велосипедист за 6 год;
260-78=182 (км)- більше проїхав мотоцикліст.



Calculation of Distances Traveled
To find out how much farther the motorcyclist traveled compared to the cyclist, we need to calculate the distances traveled by each of them.
Given: - The motorcyclist traveled 260 km in 4 hours. - The cyclist was on the road for 6 hours. - The speed of the cyclist is 5 times slower than the speed of the motorcyclist.
Let's calculate the distance traveled by each of them:
1. Distance traveled by the motorcyclist: - Speed = Distance / Time - Distance = Speed * Time - Distance = 260 km (given) - Time = 4 hours (given) - Speed = Distance / Time = 260 km / 4 hours = 65 km/h
Therefore, the motorcyclist traveled 260 km in 4 hours at a speed of 65 km/h.
2. Distance traveled by the cyclist: - Speed of the cyclist = 1/5 * Speed of the motorcyclist - Speed of the cyclist = 1/5 * 65 km/h = 13 km/h
To find the distance traveled by the cyclist, we can use the formula: - Distance = Speed * Time - Distance = 13 km/h * 6 hours = 78 km
Therefore, the cyclist traveled 78 km in 6 hours at a speed of 13 km/h.
Comparison of Distances Traveled
Now, let's compare the distances traveled by the motorcyclist and the cyclist:
- Distance traveled by the motorcyclist in 4 hours: 260 km - Distance traveled by the cyclist in 6 hours: 78 km
To find the difference in distances, we subtract the distance traveled by the cyclist from the distance traveled by the motorcyclist:
- Difference = Distance traveled by the motorcyclist - Distance traveled by the cyclist - Difference = 260 km - 78 km = 182 km
Therefore, the motorcyclist traveled 182 km more than the cyclist in the given time period.


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