Graph the solution of the inequality.
x ≤ 3
A. A solution is shown graphed on a number line. A number line has tick marks corresponding to numbers ranging between negative 9 and 9. A closed circle is shown on the number line at 3. The number line is shaded to the right of this closed circle.
B. A solution is shown graphed on a number line. A number line has tick marks corresponding to numbers ranging between negative 9 and 9. An open circle is shown on the number line at 3. The number line is shaded to the left of this open circle.
C. A solution is shown graphed on a number line. A number line has tick marks corresponding to numbers ranging between negative 9 and 9. A closed circle is shown on the number line at 3. The number line is shaded to the left of this closed circle.
D. A solution is shown graphed on a number line. A number line has tick marks corresponding to numbers ranging between negative 9 and 9. An open circle is shown on the number line at 3. The number line is shaded to the right of this open circle.
bro since nobody wants to help you ill help 🤗
(its probably a bit too late tbh but who cares anymore-)
1. C
2. C
3. A
4. C
5. C
6. C
7. D
Pls Help!!!!!!!!
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@Minoru Mineta is correct!!! Tysm bc this unit is really difficult
Whats pt 2
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The correct answer is D.
To graph the solution of the inequality x ≤ 3, you start by plotting a point on the number line at 3. Since the inequality is "less than or equal to," you use an open circle to represent the number 3. This indicates that 3 is a possible solution but not the only solution.
Then, you shade the number line to the right of the open circle. This indicates that all numbers greater than 3 are also solutions to the inequality.
Therefore, option D accurately describes the graph of the solution, with an open circle at 3 and the number line shaded to the right of the open circle.
x ≤ 3
a filled-in circle at 3, and everything to the left is shaded
If it had been x < 3 then the circle would be open.
If this was difficult, you need to review the number line some more.