#angles problem
88 messages · Page 1 of 1 (latest)
- Wait patiently for a helper to come along.
- Once someone helps you, say thank you and close the thread with:
+close
- Feel free to nominate the person for helper of the week in #helper-nominations
- Do not ping the mods, unless someone is breaking the rules.
- If you're happy with the help you got here, and the server overall, you can contribute financially as well:
Some of these angle rules may help:
- Angles in a triangle add to 180°
- Angles around a point add to 360°
- Opposite angles are the same around a point
I would start by working out the missing angle in the triangle with angles 36° and 48°
btw people you cannot solve this with raw angle chasing lmao
First name the all vertices
The sum of all internal angles of a triangle= 180°
By only using this , you can find your solution
nope
try the problem out its a lot harder
Wait let me show you
If i able to create another relation between x and y
He ques can be solved
I m so close
good luck :D
maybe try extending AD and BC to meet at a point E?
I got 30 degrees but uh I kinda used desmos to cheese the problem
coordbash :D
nah even desmos couldn't come with an exact answer lol
(or I didn't put in the effort lol)
The answer desmos gave was equivalent to pi/6 up to 4 decimal points so yee
oh
i did the same thing but got 13 as a side length when i let AC=1 and then gave up
probably typed smthn wrong into calculator lol
oh lol
ew wolfram alpha gave me 22.77 degrees approx
that can't be the answer
nah more hope in desmos
but I'm gonna have to find a goddamn general solution of ax+by+c=0 ughhhhh
nope my equations are in slope intercept form-
UGHHHHHHH
well
$x = \frac{b_2-b_1}{m_1-m_2}$
No Lifer#GTFOanemia
haha
someth is working out ig-
but my slopes are goddamn arctangents-
I have to combine lagrange interpolation with arctangents...
Help.
even the bot is pitying me-
alr I got one point down now to exactly get the second point
one thing I hate about coordinate geometry is the cursed algebra
glhf
ok second point came out clean phew
probably assume AC=1 and then sine cos law bash everything else is better tbh
yeah lol
ooh tell
wait ima just repost image so i dont have to scroll up
180-48-36= top angle of botton triangle
Then that is equal to the angle above it
ayo wait
i think im tripping
wait ima do this on paper
nvm i cant do it sorry guys
yee angle chasing don't work
this is so funny
I did it in desmos
Hmm...Well, this is as far as I got.
Just in case, let me try an angle-accurate diagram in KOMPAS.
Nah, the picture is mostly accurate.
The angles there were a bit too large. This should be a bit better.
x is 30
Ah nice, I see the pair of congruent triangles now
how did you even come up with that-
I did it with my math teacher
also It is a question from japan when searched online
i found more interesting questions
like
oh-