Help

[dense sphinx]

İs there a solution with a circle?

[raw moon]

!show

[barren sundial]

Show your work, and if possible, explain where you are stuck.

[raw moon]

What have you tried?

[dense sphinx]

I want different solution

[raw moon]

I won't just solve it for you, but I can help you solve it. Tell me what you know and how you would solve it.

What angles can you find the value of? Not just thinking of x.

[dense sphinx]

Only the angles r given and he ask s us for x

ı found the answer but I want to see different perspectives

is there any circle comment

[raw moon]

Yes. x is the goal, but one way to find it is by finding as many of the unknown angles as you can.

[dense sphinx]

no i found it this angle is enough

[raw moon]

I would not use a circle to solve this, but that doesn't mean that it's not possible.

[raw moon]

I don't understand what you mean.

[dense sphinx]

i want another soluthioj

[raw moon]

You can find more angles from the angles you know, and those angles can help you find x.

[dense sphinx]

ı know this too can u solve it?

[raw moon]

Like these

What would those be?

[dense sphinx]

.

i alrd found it

[raw moon]

Ok. I can't see what is what on your drawing.

[dense sphinx]

i want another solution from u

[dense sphinx]

why

[raw moon]

Tell me how you would find the angles I've marked.

[raw moon]

It's all drawn on top of each other. I'm not sure what is what or how you thought, since there are no calculations.

[dense sphinx]

first i took the symmetry of cf bcrhen i drew a line dividing the axis of symmetry divided it by 2 and placed the angles

my solution very simple

[raw moon]

CF? There are 4 points named: A, B, C & D

[dense sphinx]

my solution doesnt matter i am wondering hw u 'd solve it i did it risht alrdy

[dense sphinx]

cb sorry

[raw moon]

And I'm trying to show you how I'd do it, but I won't just give you a solution. You have to work with me, to show you understand what I'm showing you.

Ok. We don't actually know any of the sides, so I would start with what we do know. The angles. And get more knowledge by finding more of the angles.

Can you tell me how to find the third angle in a triangle, when you know the other two? Like the bottom triangle of your drawing.

[dense sphinx]

u have to subtract fram 180

[raw moon]

Ok. Good. So for this angle that gives us?

[dense sphinx]

this is an isosceles triangle

[raw moon]

Yes it is. What is the third angle?

In degrees

[dense sphinx]

108

[potent radish]

yeah that's what i did find

[dense sphinx]

dont u know these?

[raw moon]

Good. And the top angle BAC becomes?

[dense sphinx]

its such a siöple thing

[raw moon]

I do. I'm making sure you do.

[dense sphinx]

i know geometry alrdy

[raw moon]

Solving this problem is geometry.

BAC angle in degrees is?

[dense sphinx]

green =30

ı want aesthetic solution pllsss

i know these

[raw moon]

Now blue?

[dense sphinx]

yessss

i did this

😭😭

[raw moon]

Ok. It's 180-x, you agree?

Then we have two equations for the last angle. Those are what we really use to find x.
Do you know what they are?

[dense sphinx]

what

ceva?

[raw moon]

The only angle I haven't marked. What are the two different equations you can find it with?

[dense sphinx]

=180

?

anyway i dont eant solve

enough

.close

[barren sundial]

Solved

Post marked as solved by @dense sphinx.

Use .unsolved if this was a mistake.

[raw moon]

You can find one equation from the triangle=180 and one from the circle=360