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Abeka Algebra 2 Test 5

Abeka Algebra 2 Test 5

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at a vertex of the feasible solution region

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Mar 1, 2020

Cards (5)

Section 1

(5 cards)

at a vertex of the feasible solution region

Front

In a linear programming problem, if an optimal objective value exists, where in the feasible solution region will the optimal objective value be located?

Back

consistent

Front

Which of the following best describes a system of two equations where the lines intersect? (coincident, dependent, consistent, inconsistent)

Back

unbounded region

Front

What best describes the solutions to a system of inequalities that continue infinitely in one direction?

Back

Inconsistent

Front

Which of the following best describes a system of two equations where the lines are parallel? (coincident, dependent, consistent, inconsistent)

Back

infinite

Front

How many solutions does a system of two equations have if the lines are coincident?

Back