Question

У паши и маши 483 марки у паши в 4 раза больше марок чем у маши и ещё 18 марок сколько у каждого из ребят марок

Answer 1

пусть х марок у маши

тогда 4х+18 марок у паши

получаем уравнение

х+4х+18=483

5х+18=483

5х=483-18

5х=465

х=465/5

х=93 марки было у маши

тогда у паши было

93*4+18=390 марок

Ответ: у маши было 93 марки,а у паши было 390 марок

Answer 2

Solution:

Let's solve the problem step by step.

1. Let's denote the number of stamps Pasha has as P and the number of stamps Masha has as M. 2. We are given that Pasha has 483 stamps, which is 4 times more than Masha's stamps, and Pasha has 18 additional stamps.

Calculation:

We can set up the following equations based on the given information: 1. P = 4M (Pasha has 4 times more stamps than Masha) 2. P = M + 18 (Pasha has 18 more stamps than Masha) Now, we can solve these equations to find the values of P and M.

Solution:

Using the first equation P = 4M, we can substitute this value into the second equation: 4M = M + 18 3M = 18 M = 6

Now that we have the value of Masha's stamps, we can find Pasha's stamps using the equation P = 4M: P = 4 * 6 Pasha has 24 stamps. Masha has 6 stamps.