A circle with center (7,3) and radius of 5 is graphed below with a square inscribed in the circle. 10 G Part A: Dillon and Chelsey are discussing how to write the equation of a tangent line to circle J through point G. Both agree that they start the problem by drawing the radius JG and find the slope of that segment. They also know that a tangent line is perpendicular to the radius. Dillon says to write the equation of the tangent line you need the opposite- reciprocal slope of the slope of the radius and Chelsey says you need to use the same slope as the radius. Who is correct and why? Write the equation of the tangent line. Part B: Find the perimeter of FGHI. Part C: Find the area of FGHI. Part D: Prove FGHI is a square.