y = 4x - 10\nwhat is the solution to the system of equations?\ny = 2\n(3, 2)\n(2, 3)\n(-2, 2)\n(2, -2)

y = 4x - 10\nwhat is the solution to the system of equations?\ny = 2\n(3, 2)\n(2, 3)\n(-2, 2)\n(2, -2)

y = 4x - 10\nwhat is the solution to the system of equations?\ny = 2\n(3, 2)\n(2, 3)\n(-2, 2)\n(2, -2)

Answer

Explanation:

Step1: Substitute y - value

Since $y = 2$ and $y=4x - 10$, we substitute $y$ in the second - equation: $2 = 4x-10$.

Step2: Solve for x

Add 10 to both sides of the equation: $2 + 10=4x-10 + 10$, which simplifies to $12 = 4x$. Then divide both sides by 4: $\frac{12}{4}=\frac{4x}{4}$, so $x = 3$.

Answer:

A. $(3,2)$