Question

Стол и два стула стоят 651 рубль, а два стола и стул 960 рублей, сколько стоят стол и стул по отдельности?

Answer 1

Тебе надо составить уравнение,возьми 
х-это стул
y-это стол

Answer 2

960+651=1611 рублей стоят 3 стола и 3 стула
1611:3=537 рублей стоит 1 стол и один стул
651-537=114 рублей стоит стул
 960-537=423 рубля стоит стол

Answer 3

Calculating the Cost of a Table and Chair

To solve this problem, we can use a system of equations. Let's assume the cost of one table is represented by T and the cost of one chair is represented by C.

We are given two pieces of information: 1. One table and two chairs cost 651 rubles: This can be represented as the equation: T + 2C = 651 . 2. Two tables and one chair cost 960 rubles: This can be represented as the equation: 2T + C = 960 .

Solving the System of Equations

We can solve this system of equations to find the individual costs of the table and the chair.

First, let's solve the first equation for T: T = 651 - 2C.

Now, we can substitute this value of T into the second equation: 2(651 - 2C) + C = 960.

Solving for C: 1302 - 4C + C = 960, 1302 - 3C = 960, -3C = 960 - 1302, -3C = -342, C = -342 / -3, C = 114.

Now that we have the value of C, we can find the value of T: T = 651 - 2(114), T = 651 - 228, T = 423.

Conclusion

Therefore, the cost of the table is 423 rubles and the cost of the chair is 114 rubles.