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Вопрос от Анонимного юзера 18 января 2025 13:30

2*2

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18 января 2025 13:30

To solve the problem in question 15 from the image:

There are 40 passengers in the bus and fewer in the trolleybus. The bus has 6 more passengers than the trolleybus. How many passengers are in the trolleybus?

Let ( x ) represent the number of passengers in the trolleybus.

The problem states that the bus has 6 more passengers than the trolleybus, so we can express the number of passengers in the bus as ( x + 6 ).

Since the total number of passengers in both vehicles is 40, we can write the equation:

[ x + (x + 6) = 40 ]

Solving this equation:

  1. Combine like terms: [ 2x + 6 = 40 ]

  2. Subtract 6 from both sides: [ 2x = 34 ]

  3. Divide by 2: [ x = 17 ]

Therefore, there are 17 passengers in the trolleybus.

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2*2
To solve the problem in question 15 from the image: There are 40 passengers in the bus and fewer in the trolleybus. The bus has 6 more passengers than the trolleybus. How many passengers are in the trolleybus? Let \( x \) represent the number of passengers in the trolleybus. The problem states that the bus has 6 more passengers than the trolleybus, so we can express the number of passengers in the bus as \( x + 6 \). Since the total number of passengers in both vehicles is 40, we can write the equation: \[ x + (x + 6) = 40 \] Solving this equation: 1. Combine like terms: \[ 2x + 6 = 40 \] 2. Subtract 6 from both sides: \[ 2x = 34 \] 3. Divide by 2: \[ x = 17 \] Therefore, there are 17 passengers in the trolleybus.