Please help its only one question i will fan u and give u metal http://assets.openstudy.com/updates/attachments/520ac9d1e4b08984debd11b9-hkimn-1376438765386-kuku.png
what question?
Out of my depth sweetie, ask zzr0ck3r, he's good at math. :)
:)
the diagonals of a square are congruent... Thus \[\left( 2x-1 \right)+\left( 3y+5 \right)=4x-y+1\]
ok but how how do i solve it
i get the equation but dont know how to find the variables
@pgpilot326
so 2x + 3y +4 = x - y + 1 so x + 4y = -3
but you also have the the fact that the diagonals of a square bisect each other... so 2x-1 = 3y + 5 => 2x - 3y = 6 now you have a system of linear equations. Do you know how to solve these? x + 4y = -3 2x - 3y = 6
no i dont to be honest can you help
yep... we can solve this by elimination -2x + 4y = -3 2x - 3y = 6 and add... y = 3 and plug it in... 2x - 3(3) = 6 => 2x - 9 = 6 => 2x = 15 => x = 15/2 so let's check in the original equations... 2x-1 => 2(15/2) - 1 = 15 - 1 = 14 3y + 5 = 3(3) + 5 = 9 + 5 = 14 and finally 4x - y + 1 = 4(15/2) -(3) + 1 = 30 - 3 + 1 = 28 so it all works out... Whew!
wow man ur like extremelt good in math
hey, sorry I forgot a 4 ... it should have been 2x + 3y + 4 = 4x - y + 1 I forgot the 4 in front of the x on the right hand side. my apologies. but I put it back in the above equations to solve. and I checked the solutions so were good.
i've been at it a little while... hehe
its ok man thank you
i voted u as best response
did you post your new question? Thanks! and you're welcome!
i have 2 other questions but they dont need work out can u help\
yeah, just post them.
this \
what do you know about a rhombus?
diagonals are perpendicular and all sides are congruent thats all i know
diagonals are perpendicular bisectors of each other and yes, all sides are congruent. but there's something a little more obvious than that... can you tell me what it is?
right angless
opp. angles are cong
not right angles (except in a square) and yes opp angles are congruent. something much more obvious... how many sides?
4 sides
yes... and what the interior angle sum of a quadrilateral?
not quiet sure sir.
better yet, what's the interior angle sum of a triangle?
all angles are equal to 180
the angles sum to 180. so 26 +m<1 +m<2 = 180 and 26 = m<1, right? so m<2 = 180 - 2*26 = 180 - 52 =...
in the first one. I've got to get going now, sorry. you have all the ammo you need to conquer this. best of luck!!!
ok thank u mannn ur the bestt
you're welcome and thank you, too!
do u have to goo lol
yeah... to a friend's for dinner
o ok have a good dinner my friendddd
thanks, see ya next time!
u too
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