Question

Автобус скорость которого 40 км ч проходит расстояние от города до поселка за 3 часа за сколько времени пройдет это расстояние легкавая автомашина если ее скорость на 50 процентов больше скорости автобуса

Answer 1

40*3 = 120 км - расстояние от города до поселка
40 * 0.5 = 20 км\ч - 50% скорости автобуса
40+20 = 60 км\час - скорость автомобиля
120 : 60 = 2 часа - время, за которое проедит автомобиль это же расстояние
ответ: 2 часа 

Answer 2

Составим условие:
v1-автобус
v2-машина
v1=40 km/h
v2=50%>v1
t(v1)-время движения автобуса до деревни
t(v2)-время движения легковушки до деревни
s-расстояние до деревни
параметры
t(v1)=3
t(v2)=?
v2=?
решение
1) находим расстояние до деревни пользуясь формулой расстояния (s=vt)
s=120 km
2) находим скорость машины по процентам
по скольку 50% от v1=20 km h то 20+40=60
ответ :v2=60 km h

Answer 3

Calculation of Time for the Car to Cover the Distance

To calculate the time it will take for the car to cover the same distance as the bus, we need to consider that the car's speed is 50% higher than the speed of the bus, which is 40 km/h.

Let's calculate the speed of the car first. Since the car's speed is 50% higher than the bus's speed, we can calculate it as follows:

Car's speed = Bus's speed + (50% of Bus's speed)

Car's speed = 40 km/h + (50/100) * 40 km/h

Car's speed = 40 km/h + 20 km/h

Car's speed = 60 km/h

Now that we know the car's speed is 60 km/h, we can calculate the time it will take for the car to cover the distance.

Time = Distance / Speed

The distance covered by the bus is not mentioned in the question, so we cannot provide an exact answer. However, if we assume that the distance covered by the bus is the same as the distance from the city to the village, we can proceed with the calculation.

Let's assume the distance from the city to the village is D km.

Time taken by the bus = 3 hours

Time taken by the car = Distance / Car's speed

Time taken by the car = D km / 60 km/h

Therefore, the car will take D/60 hours to cover the distance.

Please provide the distance from the city to the village, and we can calculate the time it will take for the car to cover that distance.