Which of the following statements best describes the location of −(−1) on a number line? It is 1 unit to the left of 0. It is 1 unit to the right of 0. It is 1 unit to the right of 1. It is 1 unit to the left of 1.
The number line shows the graph of an inequality: Which statement explains whether −3.5 can be a value in the shaded region? Yes it can, because −3.5 lies to the right of −1.5. No it cannot, because −3.5 lies to the left of −1.5. Yes it can, because −3.5 lies to the left of −1.5. No it cannot, because −3.5 lies to the right of −1.5.
http://learnft.flvs.net/webdav/assessment_images/educator_mjmath1_v14/03_13_g08_3a.jpg
-(-1) = 1 where is 1 on the number line?
There is no image. Just use the one that I attached.
I'm asking you to try to fine where 1 is on the number line yourself
It's really confusing. It says -(-1) and that's really confusing.
negative means 'on the other side of 0' so if 1 is on the right side of 0 then -1 is on the left side of 0 then the negative of -1 would make it go back to the right side of 0 therefore, -(-1) = 1
Thank you! But what about the other question?
do you know where -3.5 is on the line?
Yeah.
is it on the shaded part of the line in the picture?
Yes.
then is it left or right of -1.5?
left.
perfect! that should get you to your answer :)
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