51x-39y =62 solve complete answer​

You can't solve for a complete answer for x and y with just one equation. Here's why: - Two Variables, One Equation: You have two unknown variables (x and y) but only one equation. This means there are infinitely many possible solutions that would make the equation true. What you can do: 1. Express one variable in terms of the other: You can rearrange the equation to isolate either x or y. Let's solve for x: - 51x - 39y = 62- 51x = 62 + 39y- x = (62 + 39y) / 512. Find a solution set: You can now choose any value for y and plug it into the equation above to find a corresponding value for x. This will give you an infinite number of solutions. Example: - Let's choose y = 2.- Substitute into the equation: x = (62 + 39 * 2) / 51- Simplify: x = (62 + 78) / 51 = 140/51 Therefore, one solution to the equation is x = 140/51 and y = 2. But there are infinitely many others! Key Point: To find a unique solution for both x and y, you would need a second independent equation that involves both variables.

Answered by aiahbinilat | 2024-10-17