A piece of wire of length L is cut into two parts, one of which is bent into the shape of a square and the other into the shape of a circle. a.) How should the wire be cut so that the sum of the enclosed area is a minimum? b)How should it be cut to get the maximum enclosed areas?

Q: a Three cities are at the vertices of an equilateraltriangle of unit length. Flying Lion Airlines…

A: given tha three cities are at the vertices of an equilateral triangle of unit length

Q: 4. Steef has a summer job working at a campground. He is roping off a rectangular swimming area on…

A:

Q: 8.) the art gallery theorem does not tell us how many guards are needed to guard museums that have…

A: Feel free  to ask for further explanation.

Q: A rectangular section of a field is to be fenced. Because one side of the field is bordered by a…

A:

Q: farmer has 150 m of fencing available to enclose a rectangular area along ne enclosed area will also…

A:

Q: 4. A farmer has 1700 m of fencing. She needs to create three congruent rectangular fields as shown.…

A:

Q: 10. A rancher has 1000 feet of fencing to enclose three rectangular corrals (see figure). Find the…

A: The length of fencing is: 1000 ft. Let the length be: x ft Let the width be: y ft

Q: A wastebasket is to have as its base an equilateral triangle, its sides are to be vertical, and its…

A: The sides of the bin are parallelograms and the base is as mentioned. We use first and second…