Consider the shape below which is a square with a quarter circle removed from the comer. X The side length of the square is currently 9.2 in and is decreasing by 0.4 in/ min. The radius of the quarter circle is currently 2 in and is increasing at 0.28 in/ min. How fast is the area changing? (Round to nearest 0.01 .) The area is at the rate of C] UPLOAD your work in the box below. You need to include the following steps: Step 1: Report the given information and the goal. Step 2: Use the chain rule to differentiate the relationship you found with respect to time. Step 3: Input known values and solve for goal. Step 4: State your answer in a complete sentence. \"\\ How fast is the area changing? (Round to nearest 0.01.) The area i" ./ Select an answer t the rate of C] decreasing UPLOAD y increasing ow. You need to include the following steps: How fast is the area changing? (Round to nearest 0.01. ) The area is Select an answer v at the rate of Select an answer in^2/min UPLOAD your work in the box below. You need to include t in/min in^2 Step 1: Report the given information and the goal. in Step 2: Use the chain rule to differentiate the relationship you found with respect to time. Step 3: Input known values and solve for goal