A piece of wire of length 50 is​ cut, and the resulting twopieces are formed to make a circle and a square. Where should thewire be cut to​ (a) minimize and​ (b) maximize the combined area ofthe circle and the​ square?
a) To minimize the combined​ area, the wire should be cut sothat a length of ____ is used for the circle and a length of ____isused for the square. ​(Round to the nearest thousandth as​needed.)
b) To maximize the combined​ area, the wire should be cut sothat a length of ____is used for the circle and a length of ____isused for the square. (Round to the nearest thousandth as​needed.)
