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Write A Compound Inequality That Is Represented By The Graph
Write A Compound Inequality That Is Represented By The Graph. While graphing compound equalities, one can see an open circle on 3 while plotting y > 3. No more than 1, means less than 1, this is represented mathematically as:

So the compound inequality can be formed using the word “or”. Since the shaded region is in right hand side from the unfilled circle, we have to use the sign ≥. It would be less than or equal.
No Less Than 6 Means Greater Than 6, This Is Represented Mathematically As:
So, the compound inequality is: Option (1) here, the option (1) is or. To do this we will need to know the difference between open and closed points as well a.
For Example, Graph The Following Compound Inequality:
Solution for which compound inequality is represented by the graph? So the compound inequality can be formed using the word “or”. Consider an example of or compound inequality, y > 3 or y < = 4.
So We Have A Three On One End On A Six On The Other End.
Hopefully by now you better understand the difference in the two types of compound inequalities and you have an idea of what the graph will look like for each type of compound inequality. Graph each individual inequality of the compound inequality by shading the values on the number line that satisfy that inequality. And if you want to write that as an inequality, we would say ex is between negative three and four.
Write A Compound Inequality That Is Represented By The Graph.
Write a compound inequality that is represented by the graph. Isolate the variable for both (flip the sense for the negative): Solve the compound inequality > graph the solution and express it in interval notation.
Write The Inequality For The Graph Given Below.
Since the shaded region is in right hand side from the unfilled circle, we have to use the sign ≥. Write a compound inequality that is represented by the graph. In the above graph, we find the unfilled circle.
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