Question

Забеге участвовало N человек число при бежавших раньше они в 4 раза больше числа тех кто Прибежал позже неё число при бежавших раньше Миши в 5 раз меньше чем число при бежавших Porsche на него чему может быть равно n варианты ответа 37 36 31 26 25

Answer 1

Читаю "..раньше они.. " , как  ".. раньше Ани"...
А решение в приложении.

Ответ : N= 31.

Answer 2

Calculating the Number of Participants in the Race

To calculate the number of participants in the race, we can use the information provided in the question and the given ratios.

Let's denote: - N as the total number of participants in the race. - M as the number of participants who arrived later than Misha. - P as the number of participants who arrived earlier than Porsche.

From the information provided: 1. The number of people who arrived earlier is 4 times the number of people who arrived later: M = 4P. 2. The number of people who arrived earlier than Misha is 5 times less than the number of people who arrived earlier than Porsche: M = 5P.

We can use these two equations to solve for the value of N.

Solving for N

Let's solve for N using the given information.

First, we can express M in terms of P using the given ratios: - From the first ratio: M = 4P - From the second ratio: M = 5P

Since both equations represent the same value, we can equate them: 4P = 5P

Subtracting 4P from both sides: 0 = P

This implies that P (the number of participants who arrived earlier than Porsche) is 0. However, this contradicts the given information, as the number of participants who arrived earlier than Porsche cannot be 0. Therefore, the given information does not lead to a consistent solution for N.

As a result, the given information does not provide a valid value for N based on the provided ratios.

Therefore, based on the given information, it is not possible to determine a specific value for N.

Conclusion

Based on the given information and the provided ratios, it is not possible to determine a specific value for N. The given information does not lead to a consistent solution for the total number of participants in the race.