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Questions and Answers
What is the definition of a solution to a linear inequality?
What is the definition of a solution to a linear inequality?
- A single value that satisfies the inequality when substituted into the inequality.
- An ordered pair (x, y) that does not satisfy the inequality when substituted into the inequality.
- A point on the graph of the inequality.
- An ordered pair (x, y) that satisfies the inequality when substituted into the inequality. (correct)
For the inequality $y>x+4$, is the ordered pair (0,0) a solution?
For the inequality $y>x+4$, is the ordered pair (0,0) a solution?
- Yes, because $0>0+4$.
- No, because $0\ngeq0+4$.
- No, because $0\ngt0+4$. (correct)
- Yes, because $0\ngeq0+4$.
What does it mean for both sides of an equation to equal 5?
What does it mean for both sides of an equation to equal 5?
- The equation is a solution to a linear inequality.
- The equation represents parallel lines.
- The equation is balanced. (correct)
- The equation represents a line on the graph.
What is the graph of the inequality $yx-3$?
What is the graph of the inequality $yx-3$?
Before graphing linear inequalities, what should be done?
Before graphing linear inequalities, what should be done?
What is the definition of a solution to a linear inequality in two variables?
What is the definition of a solution to a linear inequality in two variables?
For the inequality $y>x+4$, is the ordered pair (0,0) a solution?
For the inequality $y>x+4$, is the ordered pair (0,0) a solution?
What does it mean for both sides of an equation to equal 5?
What does it mean for both sides of an equation to equal 5?
What is the significance of the expression $yx-3$ in the context of linear inequalities?
What is the significance of the expression $yx-3$ in the context of linear inequalities?
What does it mean for an ordered pair to be a solution to a linear inequality?
What does it mean for an ordered pair to be a solution to a linear inequality?
What is the definition of a solution to a linear inequality in two variables?
What is the definition of a solution to a linear inequality in two variables?
What should be done to determine whether an ordered pair is a solution to the inequality $y>x+4$?
What should be done to determine whether an ordered pair is a solution to the inequality $y>x+4$?
What is the significance of the expression $yx-3$ in the context of linear inequalities?
What is the significance of the expression $yx-3$ in the context of linear inequalities?
Before graphing linear inequalities, what should be done?
Before graphing linear inequalities, what should be done?
What does it mean for both sides of an equation to equal 5?
What does it mean for both sides of an equation to equal 5?
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