
Реши задачу. РАБОТА В ПАРЕ 8 Два велосипедиста одновременно стартовали из пункта А. Пер- вый
велосипедист двигался со скоростью 18 км/ч, а второй - со скоростью 21 км/ч. Какое расстояние будет между ними через 3 часа? v1 = 18 км/ч S = ? км t=3ч V2 = 21 км/ч A пж

Ответы на вопрос

Ответ:S - расстояние между велосипедистами, V1 и V2 - скорости велосипедистов, t - время движения.
S = 18 км/ч * 3 часа + (21 км/ч - 18 км/ч) * 3 часа = 54 км + 9 км = 63 км
Таким образом, через 3 часа расстояние между велосипедистами будет равно 63 км.
Пошаговое объяснение:



Problem Analysis
We are given that two cyclists start simultaneously from point A. The first cyclist is moving at a speed of 18 km/h, while the second cyclist is moving at a speed of 21 km/h. We need to find the distance between them after 3 hours.Solution
To find the distance between the two cyclists after 3 hours, we can use the formula:Distance = Speed × Time
Let's calculate the distance traveled by each cyclist after 3 hours and then find the difference between their distances.
For the first cyclist: - Speed = 18 km/h - Time = 3 hours
Using the formula, we can calculate the distance traveled by the first cyclist:
Distance1 = Speed1 × Time = 18 km/h × 3 hours
For the second cyclist: - Speed = 21 km/h - Time = 3 hours
Using the formula, we can calculate the distance traveled by the second cyclist:
Distance2 = Speed2 × Time = 21 km/h × 3 hours
Finally, we can find the distance between the two cyclists by subtracting the distance traveled by the first cyclist from the distance traveled by the second cyclist:
Distance = Distance2 - Distance1
Let's calculate the values.
Calculation
For the first cyclist: - Speed1 = 18 km/h - Time = 3 hoursDistance1 = Speed1 × Time = 18 km/h × 3 hours = 54 km
For the second cyclist: - Speed2 = 21 km/h - Time = 3 hours
Distance2 = Speed2 × Time = 21 km/h × 3 hours = 63 km
Now, let's find the distance between the two cyclists:
Distance = Distance2 - Distance1 = 63 km - 54 km = 9 km
Answer
The distance between the two cyclists after 3 hours will be 9 km.Please note that the search results provided by You.com did not contain the specific information required to solve this problem. Therefore, the solution was derived using the given problem statement and the relevant mathematical formula.


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