Homer wants to identify the center and radius of the circle defined by the equation x + y2-14x +2y - 25 = 0. He follows these steps:Step 1: (x-14x) + (y² + 2y) = 25Step 2: (x-14x + 49) +(y² + 2y+ 1) 25Step 3: (x-7)2 ++1) 25Step 4: The center is (7,-1), and the radius is 5.At which step did Homer make a mistake, and what was it?Step 1; he did not apply correctly the addition property of equality.DELL Step 1; he did not apply correctly the addition property of equality.Step 2; he failed to add the new constant terms to both sides of the equation.Step 3; he failed to square both sides of the equation.Step 4; he interpreted the equation incorrectly when finding the location of the center.DELL

We have to choose at which setp Homer made a mistake.

Homer wants to identify the center and radius of the circle defined by the equation x +y2 - 14x + 2y-25 = 0. He follows these steps: Step 1: (x-14x) + (y + 2y) 25 Step 2: (x-14x+ 49) +(y + 2y+1) 25 Step 3: (x- 7) +(y+ 1) 25 Step 4: The center is (7,-1), and the radius is 5. At which step did Homer make a mistake, and what was it?