Sove the following problems. Solve the following problems completely.1.Juan dela Cruz wants to enclose a rectangular plot with 400 ft of fencing material. What shouldbe the dimensions of the area if the enclosed plot is to be as large as possible? What is the largestarea?The Marikina shoe company will produce a special-style shoe if the order is large enough toprovide reasonable profit. To produce special-style shoe, the company incurs a fixed cost ofPhp 10 000 for the production set-up. The variable cost is Php 30 per pair and each pair sells for2.Php 80.A.Find the expression for profit P.B.What is the break-even point?

1- Given- Perimeter of the rectangular plot= 400 ft. To Find- The dimensions of the area if the…

Answered: problems completely. Juan dela Cruz…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Your and your partner are working together on a project. Where your effort towards the project is y and your partner's effort is p, the project's value will equal a(y + p) + yp. You will share this value equally (each of you getting half of it) once the project is complete. For both you and your partner, effort is costly: y units of effort bears a cost of y? for you, and similarly p units of effort comes with a cost of p? for your partner. Therefore your payoff is 0.5[a(y + p) + yp] – y? and your partner's is 0.5|[a(y+ p) + yp] - p°. Wherever rounding is needed, please round to 3dp. Suppose a = 4 and the only effort options available are 0, 1 and 2. Suppose decisions are made simultaneously. Find the set of pure strategy Nash equilibria of this game. Add up both players' payoffs in all of these equilibria. This sum is How many strictly dominated strategies does your partner have in the game described in the previous question? Now suppose a = 4 and that instead of being limited to three…

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problems completely. Juan dela Cruz wants to enclose a rectangular plot with 400 ft of fencing material. What should be the dimensions of the area if the enclosed plot is to be as large as possible? What is the largest area?