On the number line, the coordinates of X,Y, and W are -8,-5,4 and 7,respectively. Find the lengths of the two segments below. Then tell whether they are congruent. XY and ZW
@Jonathan1997
So what are the coordinates for X, Y, Z, W?
-8 -5 4 and 7
Okay, so X to Y is (-8, -5) and Z to W is (4,7) right...?
I'm not sure.. ha not good at this part/
I would say so!
Okay so what now?
Plot them on a graph
Okay but it says The length of XY is and the length of ZW is
Hmmm! I hate this kind of math!!!! Lol! Okay, so..... Hmmm.
haha i do too
Any ideas...?
Honestly no.. These problems i suck at /:
Let's put it to the side for now! So next question
Can you retype the problem exactly as it states it?
On the number line, the coordinates of X,Y, and W are -8,-5,4 and 7,respectively. Find the lengths of the two segments below. Then tell whether they are congruent. XY and ZW The length of XY is _ (type and integer or a decimal) The length of ZW is _ (type and integer or a decimal)
are you missing a "z" in the beginning? lol so it means to say "On a number line, the coordinates of X,Y,W, and Z*** are -8,5,4, and 7 respectively?
haha yes, sorry about that!
OKAY!!! Well that is where I was confizzled too!! xP
Sorry Jonathan!
Okay so this pretty much asking the difference between the two coordinates, like between "XY" and "ZW". When doing these types of problems always take the final value where it ended and subtract from it the initial spot where it began, for example doing "XY" we know it began at "-5" and then moved to "-8" since "-5" is GREATER than "-8" so we set up the equation as so: \[((-8) - (-5)) = 3\] remember when you subtract a negative, it's like adding a number since the two double "minus" signs turn out to be a "+" right? getting it so far?
So far yes i'm getting it
|dw:1382314655836:dw|
okay, now you would do the same thing for the line segment of "ZW", you would take it's initial spot and subtract it from its final spot. How would you do this?
wouldn't you do ((7)-(4))=3
YES! Awesome. Now it's asking are these two segments "congruent" that means are they the "same". Are they the same?
Yes
Then, that is your answer to all three parts of this problem. You are done, lil sis =)
Awesome!!! Thank you big bro!! (:
Join our real-time social learning platform and learn together with your friends!