You are working for a cell-phone company. You are assigned to select the placeme

Question

You are working for a cell-phone company. You are assigned to select the placement of a new cell-phone tower. You're given a 100 by 100 km map, which overlooks two states divided by a river. The company wants to minimize the total combined distance (sum of the squares) to all customers within that region. There are only three towns, and all customers live in those towns. The company wants the tower on the eastern side of the river. You model the eastern side as y lessthanorequalto 2x + 10. For this problem. Formulate a quadratic program to solve this problem, using variables x and y for the position of the tower. For each constraint, write a word/phrase to describe what it is for.

Explanation / Answer

#ifndef EC_H #define EC_H #include "ellipticCurve.h" #endif using namespace Givaro; using namespace std; ExtensionField::ExtensionField(Integer p, Integer m) { this->p=p; this->m=m; Fp=primeField((primeField::Residu_t)p); Fp_X=Poly1Dom( Fp, Indeter("X") ); if(m==1) Fp_X.assign(irred,(Element)p); else { cout

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