How long is CE?
How long is CE?
This looks like Postgrad level mathematics.
Do you know the solution?
It is impossible to determine.
A x B = C x D
12 * 8 = (22-x) * x
x^2 + 22x -96 = 0
this is determined by the radius of the circle nigga
the fuck, this is 100% wrong
nice bait though
I'm in agreement but I don't know a lot of abstract geometry honestly
sorry. 22x - x^2 -96 =0
x = 6 or x = 16. 16 would be the right one.
As long as my dick
checked
1 mm
nope
similar trangle theorem
this is 8th grade geometry !!!
where is this formula coming from? I see what you did but I don't understand why this would equal CE
CD=(CE)-(DE)
this :
nope : cd = cd-de
or cd=ce+de
But you're not given any angles, and there's no proof the drawing's to scale. How can it be similar triangles if there's no proof any triangles have the same 3 sides or angles?
12 x 8 = (22 - X) x X
96 = 22x - X^2
X^2 - 22x + 96 = 0
(16)^2 - 22(16) + 96 = ?
256 - 352 + 96 = 0
So what you've written isn't correct, however your end answer is. But here's the answer to what you've written:
(16)^2 + 22(16) - 96 = NOT ZERO.
256 + 352 - 96 = 512
Wait; I think I get it. Too tired to actually do the math, though
>being this retarded
nice bait, intersecting lines and chords my friend
I think we might be able to apply the 3-4-5 rule.
Yeah, I figured it out right after that first post.
you don't need it as they share a common angle
so angle aec=deb
as ceb=aed
the rest is isometric
the real question here is : are ad and cb parallel ?
;-)
Never mind, checked it.
46
seconded
what about 9000... potato'es
You're all a bunch of potatoes
(2/3)AE = BE
Since intersecting chords the triangles made by the line segments are similar
So CE ~ AE, DE ~ BE
Then (2/3)CE = DE
CD = CE + DE
CD = 22 = CE + (2/3)CE= (5/3)CE
22 = (5/3)CE
>CE = 13.2
>DE = 2/3(CE) = 8.8
CE + DE = 13.2 + 8.8 = 22 = CD
This is what I did; does the outside circle need to exist?
We don't even know that it's a circle you havent given us a radius or any arc lengths
Chaotic Evil is an alignment, not a measurement.
Alignment is a grid, not a line.
Take your 4th edition and shove it up your ass.
(AE)/(EB)=(DE)/(CE)
>defining CE as X
12/8=(22-X)/X
12X=176-8X
20X=176
X=8.8
The answer is in the bottom right corner you dumb asshole