What is the slope of the line that contains the points (-6, -7) and (6, -5
use the formula to find slope \[{y_{2}-y_{1}\over x_{2}-x_{1}}\]then substitute\[{-5-(-7)\over 6-(-6)}\]the negatives cancel out to positives\[{-5+7\over 6+6}\]combine like terms\[2\over12\]simplify\[1\over 6\]
@b.l.m helpful?? :)
yeaah (: so that means the answer 1/6?
yes the slope of the line going through (6,-7) and (-6,-5) is 1/6 :)
thaaanks!(;
youre very welcome :) ...let me know if you have any more questions :)
i do lol cause im takin a test :/
no problem :D ...just keep posting and tag me in your question :) (@ + yummydum in the comment box)
What is the slope of the line that contains the points (-3, -2) and (4, -2)? @yummydum
okay use the formula \[{y_{2}-y_{1}\over x_{2}-x_{1}}\]then substitue in your values\[{-2-(-2)\over 4-(-3)}\]the negatives cancel out to positives\[-2+2\over 4+3\]combine like terms\[0\over 7\]simplify\[0\]
so the simpplify part is the answer?
but thanks
yes your answer is 0 :)
thanks :)
anymore before i head out? :)
What is the slope of the line that contains the points (-2, 1) and (0, -3)?
okay using the same formula plug in those values\[-3-1\over 0-(-2)\]the negatives...\[-3-1\over 0+2\]combine like terms\[-4\over 2\]simplify\[-2\]
thanks
so we wrapped up? :)
What is the slope of the line that contains the points (-2, 8) and (-2, 1)?
lol no sorry
guess not :P ... okay the formula n the values...also the negatives\[1-8\over -2+2\]combine...\[-7\over 0\]simplify\[undefined\]
thanks :)
are you getting this from a site or are you just that smart lol?:)
umm...given that you are a sophomore in high school (i will be too in 7 days :D) you should know this stuff lol...but no im using my brain for this, not a website :)
i will be one in like two weeks :) but im doin pre-al and iddddk none of this
well everyone learns at their own pace....i am no one to judge you...hope you do good in math :)
thanks
you're welcome! :)
:)
-4x < 28
Join our real-time social learning platform and learn together with your friends!