1. The problem states the equation of a circle: $$(x + 3)^2 + (y + 5)^2 = 25$$ 2. This is a circle in standard form with center at $$(-3, -5)$$ and radius $$r = \sqrt{25} = 5$$. 3. The equation describes all points $$(x,y)$$ that are exactly 5 units away from the center $$(-3, -5)$$. 4. To summarize, the circle's center is at $$(-3, -5)$$ and has a radius of 5 units. Final answer: Center $$(-3, -5)$$, Radius $$5$$.