Question

Решить стстему уравнений Х+у=11 Х^2-у^2=30

Answer 1

Кажется так,извини за качество

Answer 2

I can help you solve the system of equations x + y = 11, x^2 - y^2 = 30. Here are the steps:

- Rewrite the second equation as (x + y) (x - y) = 30 using the difference of squares formula. - Substitute x + y = 11 into the equation and get 11 (x - y) = 30. - Solve for x - y and get x - y = 30 / 11. - Add the first and second equations and get 2x = 11 + 30/11 = 151/11. - Solve for x and get x = 151/22 = 6 and 19/22. - Substitute x = 151/22 into the first equation and get y = 11 - 151/22 = 91/22 = 4 and 3/22.

The solution is x = 6 and 19/22, y = 4 and 3/22. You can check your answer by plugging these values into the original equations and verifying that they are true.

You can also use a free online calculator to solve systems of equations, such as [Symbolab](https://ru.symbolab.com/solver/system-of-equations-calculator) or [Uchi.ru](https://uchi.ru/otvety/questions/reshit-ststemu-uravneniy-h-u-11-h-2-u-2-30). These websites can show you the steps and provide examples of similar problems.

I hope this helps you understand how to solve systems of equations. If you have any other questions, feel free to ask me. Have a nice day!