Question

Часть пути в 600 км турист пролетел на самолете,а часть проехал на автобусе.На самолете он преодалел путь,в 9 раз больше,чем в автобусе.Сколько километров турис проехал на автобусе?

Answer 1

Пусть на автобусе турист проехал х км, тогда на самолете он проделал путь 9х км, а всего проделал путь х+9х=10х км. По условию задачи составляем уравнение: 10х=600 х=600:10 х=60 ответ: 60 км турист проехал на автобусе

Answer 2

Problem Analysis

A tourist traveled a total distance of 600 km, part of which was covered by plane and the rest by bus. The distance covered by the plane was 9 times greater than the distance covered by the bus. We need to determine the distance the tourist traveled by bus.

Solution

Let's assume the distance traveled by the bus is x km. According to the problem, the distance traveled by the plane is 9 times greater than the distance traveled by the bus. Therefore, the distance traveled by the plane is 9x km.

The total distance traveled by the tourist is the sum of the distances traveled by the plane and the bus, which is equal to 600 km:

x + 9x = 600

Simplifying the equation:

10x = 600

Solving for x:

x = 600 / 10 = 60

Therefore, the tourist traveled 60 km by bus.

Answer

The tourist traveled 60 km by bus.

Verification

Let's verify the answer by substituting the value of x into the equation:

60 + 9(60) = 60 + 540 = 600

The equation is satisfied, confirming that the answer is correct.