Question
Consider the function y < 2x + 3. Find the true statement.
- The line would be solid with the shading above.
- The line would be dashed with the shading above.
- The line would be solid with shading below.
- None of these.
Hint:
We interpret the given inequality and try to find out the right choice.
The correct answer is: None of these.
Step 1 of 1:
Given inequality, y < 2x + 3
i.e., y is less than 2x + 3, and consider the following diagram.
Observe that, the arrow indicates the solution region for the given inequality. It indicates the below region.
So, none of the given statements are true for the function y < 2x + 3.
Final Answer:
The right choice is-- b. None of these.
Related Questions to study
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In this question , we have to find first equation of line. We used to equation of y of slope, y = m x + c . Where c is intercept which is 5 and for slope use slope formula and find change in y and change in x. We know that If the inequality is < or > line is dashed or if there ≤ or ≥ then the line solid on the graph and if function is along x-axis so its goes horizontally and if function is along y-axis so its goes vertically.
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When ever dotted line given to the question, then the point on dotted line will not consider then the equal sign is not used. That’s why we use <,> signs on dotted lines.
When graphing an inequality, you use a dotted line to use which symbol?
When ever dotted line given to the question, then the point on dotted line will not consider then the equal sign is not used. That’s why we use <,> signs on dotted lines.
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In that question, we have to find the solution to system of inequalities, to find solution we are giving the points is some point is solution then its must come under shading region on the graph. The look for the point which come under the shading region and that will be our answer.
Identify the option that is a solution to the systems of inequalities.
In that question, we have to find the solution to system of inequalities, to find solution we are giving the points is some point is solution then its must come under shading region on the graph. The look for the point which come under the shading region and that will be our answer.
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In that question, we have to find the solution to system of inequalities, to find solution we are giving the points is some point is solution then its must come under shading region on the graph. The look for the point which come under the shading region and that will be our answer.
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In that question, we have to find the solution to system of inequalities, to find solution we are giving the points is some point is solution then its must come under shading region on the graph. The look for the point which come under the shading region and that will be our answer.
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In this question , we have to find the best solution for graph in inequality. We know that If the inequality is < or > line is dashed or if there ≤ or ≥ then the line solid on the graph and if function is along x-axis so its goes horizontally and if function is along y-axis so its goes vertically.
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