What is the value of x in Rhombus QRST A)16 B)12 C)8 D)4 Can somebody help me check my work PLZZZZZZZZZZZZ medal and fan and also I'll draw it out for you

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What is the value of x in Rhombus QRST A)16 B)12 C)8 D)4 Can somebody help me check my work PLZZZZZZZZZZZZ medal and fan and also I'll draw it out for you

Mathematics
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|dw:1440155955384:dw|
|dw:1440156297957:dw| is this it? What is the 8 and 12 here, angles?
yes

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Other answers:

you suppose to find the problem to that rhombus because it's a parallelogram
This isn't a very clear image, so is it like this then |dw:1440156635413:dw|
no
|dw:1440156729213:dw|
like that
Ok but is the rest correct? Like the right angles
yes
|dw:1440156895178:dw|
yes but the 8 goes on top and the 2x goes on the bottom
I don't know what you mean
and the 3x goes on your right side and the w 12 goes on the top right corner
ok Imma show you
yes correct
you know doing 90 degrees angle this is parallelogram of property
Well actually there is something wrong because then these aren't triangles
so you know how they do distributive of property but this is like that but only different
Can you just take a screen shot of your problem
Rhombus is a kind of parallelogram, I just don't really understand your image
there you go
did you see the image
Yeah ok I see, I haven't done this since I was in junior high so lets see...
TBH tho I thought it was 4
Is that the correct answer
  • phi
the diagonals of a rhombus bisect each other you can write 8= 2x
  • phi
also, 3x=12
Or yeah haha just go with phi, I'm stupid when it comes to geometry xD
ok
so how do you do that cause I did it different
  • phi
if you use 2x= 8 divide both sides by 2, like this \[ \frac{2x}{2} = \frac{8}{2} \] or \[ \frac{2}{2}x = \frac{8}{2} \]
  • phi
on the left side 2/2 is 1 and 1 times x is x what do you get on the right side?
ok now I see but it's still the same answer I got 4 right
Yeah I had got 4 as well haha
  • phi
yes, x=4 but you should be learning how to get the answer... it is not the answer that counts, it is learning how to get it. if you use 3x=12 divide both sides by 3 \[ \frac{3x}{3} = \frac{12}{3} \] what do you get for x?
yea I did mines as 3x+12=2x+8
  • phi
you can't say that. the diagonals are not the same size
  • phi
if you get x=4 doing that, you "lucked out"
I consul out the x and the 3x-2 =1x 1x+12=8 subtract both sides gives mi 1x=4 x=4
|dw:1440158336109:dw| this is what I had originally as they bisect 3x=12, 2x = 8 @youngnephew34 bisect literally means to divide in two equal sides.
  • phi
1x + 12= 8 1x + 12-12 = 8-12 x= -4 so you don't get x=4
nvm
I got 2 more I want you guys to check
  • phi
we know x=4, and so we can figure out one of the diagonals is 16 and the other diagonal is 24 18 does not equal 24 but that is what you are saying if you write 2x+8= 3x+12 <-- not true.
ok

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