can someone please help me solve a couple problems?
Sure. Just a tip, though; type your actual question into the question area so that people can answer it right away if they recognize the kind of problem you need to solve!
okay thank you, im doing geometry with some equations with shapes, i need to know how to solve y+12=6x?
Okay. By solving, do you mean graphing it?
here ill post the question
3. What is the value of y in LMNO ? 4 6 12 24
Is LMNO a parallelogram?
yes it is
Oh I see! If it is a parallelogram, then the diagonals bisect each other. So you can set up a system of equations: y= 3x y+12 = 6x Can you go from there or do you want me to show you how to solve this system?
yes thats the equation i got, i need help solving it
You know that y = 3x. Substitute this fact into the other equation to get 3x + 12 = 6x. Now continue solving for x. Use the newfound value of x to get y.
Okay. Well if y is equal to 3x, you can just substitute it in the other equation.
Oh that's what @tyteen4a03 just said! Haha
@thechocoluver445 Taking turns :P
okay 3x+12=6x, how do i solve that? lol just work me through it
wait whatd you do with y?
Well if you subtract 3x from both sides, then you have 12 = 3x So what is x?
You substituted it for 3x, since y = 3x, as established by the first equation.
okay x=4 so 3(4)=y, so y =12 ha thank you guys, i just needed a refresher, okay one more equation kinda similar to this can you help?
Haha good job! Sure
what is m<1 ? 20 60 80 100
Is this a parallelogram?
yes
Okay. Recall that if something is a parallelogram, then its opposite angles are congruent. So m<1 = 3m+20 And also, the adjacent (next to each other) angles are supplementary - this means they add up to 180. This is a fairly simple problem, you just set up an equation for one variable and solve. So, if the adjacent angles add up to 180, that means that 3m+20 and 5m add up to 180. Can you come up with the equation that shows this?
yeah, 3m+20+5m=180? so then 8m+20=180 m=20 3(20)+20= m<1 m<1+80
i mean m<1=80
I think you mean to say m<1 = 80. That's right! :)
yes! thank you so much!
Np! Glad to help
Join our real-time social learning platform and learn together with your friends!