show 5 as a line in represent by dots
Answers
Answer:
Step-by-step explanation:
.The first inequality is x<2. There is a dot on the two that is not filled in to show that it is not equal to 2. The arrow going down the number line shows that x is any number smaller than 2.2.The second inequality is x>-3. This time we again have the dot which is not filled in and an arrow going up the number line to show that x is greater than -3.3.The third inequality is x≤6. The dot is filled in this time showing that x can be equal to 6 and the arrow going down the number line shows that it can also be smaller than 6.4.The fourth inequality is x≥1. The dot is filled in again since x can also be equal to one. The line going up the number line tells us that x can also be greater than 1.5.The fifth inequality is -3≤x<7. There are two dots (the one above -3 is filled in since x can be equal to -3 but the one above the 7 is not since x is smaller than 7. The line connecting the two dots tells us that x can also be equal to any number in-between these two dots.6.The sixth inequality is -4≤x≤1. This time both dots are filled in showing us that x can be equal to -4 and 1. The line connecting the points tells us that x can also be equal to any number in-between -4 and 1
