
Собственная скорость моторной лодки равна 48,2 км/ч, а ее скорость против течения реки - 45,5 км/ч.
какое расстояние пройдет лодка по течению реки за 6 часов? а) 305,4 км. б)289,2 км. в)273 км. г)321 км. Помогите пожалуйста, очень нужно на завтра)))

Ответы на вопрос

2)48.2+2.7=50.9 скорость по течению реки
3)50.9*6=305.4км



Problem Analysis
We are given the speed of a motorboat and the speed of the river's current. We need to find the distance the boat will travel downstream in 6 hours.Given Information
- Speed of the motorboat = 48.2 km/h - Speed of the river's current = 45.5 km/h - Time = 6 hoursApproach
To find the distance the boat will travel downstream, we need to calculate the effective speed of the boat when moving downstream. The effective speed is the sum of the boat's speed and the speed of the river's current.Once we have the effective speed, we can calculate the distance traveled by multiplying the effective speed by the time.
Let's calculate the effective speed and the distance traveled downstream.
Calculation
The effective speed of the boat when moving downstream is the sum of the boat's speed and the speed of the river's current: Effective speed = Speed of the boat + Speed of the river's currentSubstituting the given values: Effective speed = 48.2 km/h + 45.5 km/h
Now, we can calculate the distance traveled downstream by multiplying the effective speed by the time: Distance traveled downstream = Effective speed * Time
Substituting the given values: Distance traveled downstream = (48.2 km/h + 45.5 km/h) * 6 hours
Solution
Let's calculate the distance traveled downstream using the given values.The effective speed of the boat when moving downstream is: Effective speed = 48.2 km/h + 45.5 km/h = 93.7 km/h
The distance traveled downstream in 6 hours is: Distance traveled downstream = (48.2 km/h + 45.5 km/h) * 6 hours = 93.7 km/h * 6 hours = 562.2 km
Therefore, the boat will travel 562.2 km downstream in 6 hours.
Answer
The correct answer is 562.2 km.

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