Other Coordinate Geometry - GED Math
Card 1 of 5
Above is the graph of the equation 
.
Which of the following is the graph of the inequality 
?
Above is the graph of the equation
Which of the following is the graph of the inequality
Tap to reveal answer
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or 
. Set 
in the inequality:
This is false, so we want the choice that does not include the point 
. The correct choice is the graph:
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or
This is false, so we want the choice that does not include the point
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Above is the graph of the equation .
Which of the following is the graph of the inequality ?
Above is the graph of the equation
Which of the following is the graph of the inequality
Tap to reveal answer
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or . Set in the inequality:
This is false, so we want the choice that does not include the point . The correct choice is the graph:
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or
This is false, so we want the choice that does not include the point
← Didn't Know|Knew It →
Above is the graph of the equation .
Which of the following is the graph of the inequality ?
Above is the graph of the equation
Which of the following is the graph of the inequality
Tap to reveal answer
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or . Set in the inequality:
This is false, so we want the choice that does not include the point . The correct choice is the graph:
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or
This is false, so we want the choice that does not include the point
← Didn't Know|Knew It →
Above is the graph of the equation .
Which of the following is the graph of the inequality ?
Above is the graph of the equation
Which of the following is the graph of the inequality
Tap to reveal answer
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or . Set in the inequality:
This is false, so we want the choice that does not include the point . The correct choice is the graph:
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or
This is false, so we want the choice that does not include the point
← Didn't Know|Knew It →
Above is the graph of the equation .
Which of the following is the graph of the inequality ?
Above is the graph of the equation
Which of the following is the graph of the inequality
Tap to reveal answer
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or . Set in the inequality:
This is false, so we want the choice that does not include the point . The correct choice is the graph:
The inequality symbol of the statement
allows for the two quantities to be equal, so the line of the equation
must be part of the graph of the inequality. Therefore, we must select one of the choices with a solid line. Of the two such choices, we can determine which one to select by choosing a test point on one side of the line and substituting the coordinates in the inequality.
The easiest point to select is the origin, or
This is false, so we want the choice that does not include the point
← Didn't Know|Knew It →