To fill in: A consistent system with exactly one solution is a(n) .
A consistent system with exactly one solution is an independent system.
Given information:
A consistent system with exactly one solution is a(n) .
Explanation:
A system represents two or more equations that have to be solved together. The solution of the system must satisfy all the given equations in the system.
A system with no solution is known as inconsistent system.
A consistent system with a unique or exactly one solution is known as independent system and a consistent system with infinitely many solutions is dependent system.
Therefore, a consistent system with exactly one solution is an independent system.
Chapter 3 Solutions
High School Math 2015 Common Core Algebra 2 Student Edition Grades 10/11
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