Question

Набор красок на 24р дороже нвбора фломастеров.за 3 набора красок заплатили столько же сколько за 5 наборов фломастеров.сколько стоит один набор красок и сколько стоит один набор фламастеров?

Answer 1

Пусть х рублей стоит 1 набор фломастеров,
Тогда 1 набора красок стоит (х+24) рубля
5х=3(х+24), тк цена будет равна
5х=3х+72
5х-3х=72
2х=72
Х=36
36 рублей стоит набор фломастеров
Значит, краски стоят 36+24=60 рублей

Answer 2

Calculating the Cost of Paint Sets and Marker Sets

To calculate the cost of one paint set and one marker set, we can use the given information. Let's denote the cost of one paint set as P and the cost of one marker set as M.

Given: - A set of 24 paints is more expensive than a set of 3 markers. - The cost of 3 paint sets is the same as the cost of 5 marker sets.

We can set up the following equations based on the given information: 1. 24P > 3M 2. 3P = 5M

Solving for the Cost of One Paint Set and One Marker Set

To solve for the cost of one paint set and one marker set, we can use the second equation to express the cost of one paint set in terms of the cost of one marker set.

From equation 2: - 3P = 5M - P = (5/3)M

Now, we can substitute the expression for P into the first equation.

From equation 1: - 24P > 3M - 24(5/3)M > 3M - 40M > 3M - 40M - 3M > 0 - 37M > 0 - M > 0

Since M must be greater than 0, we can conclude that the cost of one marker set is a positive value.

Now, to find the cost of one paint set, we can use the relationship between P and M from equation 2: - P = (5/3)M

Therefore, the cost of one paint set is 5/3 times the cost of one marker set.

Conclusion

Based on the given information, the cost of one paint set is 5/3 times the cost of one marker set. Unfortunately, the specific prices of the paint set and marker set are not provided, so we cannot determine the exact monetary values for each set.