Question

Мотоцикліст і велосипедист проїхали повз посту рухаючись прямолінійною дорогою у протилежних напрямках. Через одну хв відстань між ними становила 1500 м. Швидкість мотоцикліст а 15 м/с. Яка швидкість велосипедиста якщо вони рухалися з незмінною швидкістю​

Answer 1

Ответ:

сдрчлпдрсди ют до л

Объяснение:

и'осзнсщр жрсиюичлмжрчщржт

Answer 2

According to the information provided, a motorcyclist and a cyclist were traveling in opposite directions along a straight road. After one hour, the distance between them was 1500 meters. The speed of the motorcyclist is given as 15 m/s. We need to determine the speed of the cyclist, assuming they were traveling at a constant speed.

To solve this problem, we can use the formula:

Speed = Distance / Time

Since the motorcyclist and the cyclist were traveling for the same amount of time (one hour), we can use the distance between them (1500 meters) to find the speed of the cyclist.

Calculation:

Speed of the motorcyclist = 15 m/s

Distance between them = 1500 meters

Time = 1 hour = 3600 seconds

Using the formula:

Speed of the cyclist = Distance / Time

Speed of the cyclist = 1500 meters / 3600 seconds

Calculating this, we find:

Speed of the cyclist = 0.4167 m/s

Therefore, the speed of the cyclist is approximately 0.4167 m/s.

Please note that this calculation assumes that both the motorcyclist and the cyclist were traveling at a constant speed throughout the entire duration of their journey.