Question

Решение задач саша купил на a тетрадей больше чем миша и уплатил за них на b рублей болше скольао могла стойть одна тетрадь

Answer 1

Уточни задачу отвечу... Сколько Б

Answer 2

Problem Analysis

To solve this problem, we need to find the cost of one notebook and the number of notebooks bought by each person. Let's denote the cost of one notebook as x, the number of notebooks bought by Sasha as a, and the number of notebooks bought by Misha as b. We are given the following information: 1. Sasha bought a notebooks more than Misha. 2. Sasha paid b rubles more for the notebooks than Misha.

Solution

Let's set up the equations based on the given information: 1. a = b + 1 (Sasha bought a notebooks more than Misha) 2. ax = bx + b (Sasha paid b rubles more for the notebooks than Misha)

Now, we can solve for x using the above equations.

Calculation

Substitute the value of a from the first equation into the second equation: x(b + 1) = bx + b

Simplify the equation: bx + x = bx + b

Subtract bx from both sides: x = b

So, the cost of one notebook is b rubles.

Answer

Therefore, the cost of one notebook could be b rubles.