Explanation:

To solve for x and y from the equations, let's break it down step-by-step:

1. The first equation is:

\(6x + 7y = 5xy\)

2. The second equation is:

\(10y - 4x = 4xy\)

3. Rearrange both equations by grouping like terms:

- \(5xy - 6x - 7y = 0\)

- \(4xy - 4x - 10y = 0\)

4. Solve these equations to find the values of x and y:

- After substituting and solving, potential solutions are \((2, 4)\) and \((0, 0)\). However, \((0, 0)\) is not practical in most scenarios.

- The correct values are: x = 2, y = 4

?? Option Analysis:

- Option 1: 3 and 4

- Option 2: 4 and 5

- Option 3: 2 and 4

- Option 4: 2 and 5