Option 1: Graph both equations to see where they intersect. If they do not intersect at lattice points, then use the substitution method.
Option 2: Use substitution method of system of equations Equation of a circle: (x-h)² + (y-k)² = r² Choose one of the equations and solve for one of the variables (I am choosing to solve for y):: (y-k)² = r² - (x-h)² |y - k| = √(r² - (x-h)²) y - k = +/- √(r² - (x-h)²) y = k +/- √(r² - (x-h)²)
Now, substitute k +/- √(r² - (x-h)²) for y into the other equation to solve for x. Substitute those x values into y = k +/- √(r² - (x-h)²) to solve for y.
