Question

Турист в первый день проехал на велосипеде 6 часов со скоростью 12 км/ч, во второй день на 2 часа больше чем в первый день но с той же скоростью. Каков путь проделал велосипедист за 2 дня

Answer 1

В закрепке решение..................

Answer 2

1) 6*12=72(км)-проехал за 6 ч. 2)6+2=8(ч)-проехал во второй день 3)8*12=96(км)-проехал во второй день 4) 72+96=168(км)-проехал за 2 дня. Ответ:168 км проделал велосипедист за 2 дня

Answer 3

Calculation of the Distance Traveled by the Cyclist

To calculate the distance traveled by the cyclist over the two days, we need to determine the distance covered on each day and then add them together.

1. On the first day, the cyclist rode for 6 hours at a speed of 12 km/h. To find the distance covered on the first day, we can use the formula: distance = speed × time. Therefore, the distance covered on the first day is 12 km/h × 6 hours = 72 km.

2. On the second day, the cyclist rode for 2 hours more than the first day, but at the same speed of 12 km/h. Therefore, the cyclist rode for 6 hours + 2 hours = 8 hours on the second day. Using the same formula as before, the distance covered on the second day is 12 km/h × 8 hours = 96 km.

3. Finally, to find the total distance traveled over the two days, we add the distances covered on each day: 72 km + 96 km = 168 km.

Therefore, the cyclist traveled a total distance of 168 km over the two days.