I'm confused | Mathematics | Page 1

midnight scaffold Aug 30, 2025, 5:03 PM

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The theorem says angles in the same segment are equal...I don't rlly see a segment..can any1 help visualise?

rich rivetBOT Aug 30, 2025, 5:03 PM

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tawdry swallow Aug 30, 2025, 5:06 PM

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@midnight scaffold

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midnight scaffold Aug 30, 2025, 5:08 PM

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That's an arc?

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No?

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@tawdry swallow

tawdry swallow Aug 30, 2025, 5:09 PM

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That’s how you determine whether those angles are the same in this example

midnight scaffold Aug 30, 2025, 5:09 PM

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tawdry swallow That’s how you determine whether those angles are the same in this example

Huh
I'm confused

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Why does it say segment then

tawdry swallow Aug 30, 2025, 5:09 PM

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Language barrier ig

midnight scaffold Aug 30, 2025, 5:09 PM

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tawdry swallow Language barrier ig

Wym

tawdry swallow Aug 30, 2025, 5:09 PM

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From where did you find segment?

midnight scaffold Aug 30, 2025, 5:09 PM

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😂

midnight scaffold Aug 30, 2025, 5:09 PM

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tawdry swallow From where did you find segment?

One sec

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It's a textbook

tawdry swallow Aug 30, 2025, 5:10 PM

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Do you have the screenshot?

midnight scaffold Aug 30, 2025, 5:11 PM

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Yh

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I was getting it

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Here you go

tawdry swallow Aug 30, 2025, 5:12 PM

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midnight scaffold

ye, language problem

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cuz it says “chord” in the description

midnight scaffold Aug 30, 2025, 5:14 PM

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Yh but a chord with an arc is a segment?

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And this a circle...so the arc ain't a problem
As far as there's a chord.. there's a segment

tawdry swallow Aug 30, 2025, 5:15 PM

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Like this?

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midnight scaffold Aug 30, 2025, 5:16 PM

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midnight scaffold Aug 30, 2025, 5:16 PM

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tawdry swallow

Yup

tawdry swallow Aug 30, 2025, 5:16 PM

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Sure, you can take this segment as reference, but I’d still prefer checking the arc when determining whether two angles are the same in a circle

midnight scaffold Aug 30, 2025, 5:16 PM

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midnight scaffold

So the shaded is a segment

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And the other part

midnight scaffold Aug 30, 2025, 5:17 PM

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tawdry swallow Sure, you can take this **segment** as reference, but I’d still prefer checking ...

Can U break it down

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😶

tawdry swallow Aug 30, 2025, 5:17 PM

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midnight scaffold Can U break it down

Like explaining in an easier way?

tawdry swallow Aug 30, 2025, 5:18 PM

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tawdry swallow

You can check the arc

tawdry swallow Aug 30, 2025, 5:18 PM

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tawdry swallow

Or draw an orange segment and check if they’re the same

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That’s all.

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Your book specifies the second approach

midnight scaffold Aug 30, 2025, 5:20 PM

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tawdry swallow Like explaining in an easier way?

Em yh

midnight scaffold Aug 30, 2025, 5:20 PM

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tawdry swallow You can check the arc

With this explanation i could infer

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This are the same,.. right?

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<@&286206848099549185>

tawdry swallow Aug 30, 2025, 5:26 PM

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@midnight scaffold these two?

midnight scaffold Aug 30, 2025, 5:42 PM

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tawdry swallow <@1253016999169364071> these two?

Ye
..if that's what you mean when you talked about the arcs

midnight scaffold Aug 30, 2025, 5:42 PM

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tawdry swallow You can check the arc

Here.

tawdry swallow Aug 30, 2025, 5:42 PM

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midnight scaffold Ye ..if that's what you mean when you talked about the arcs

No, they’re not the same

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These two angles are staring at the same piece of arc

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👀

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Imagine those angles have eyeballs and they’re looking at certain direction

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They’re not looking at the same direction

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midnight scaffold Aug 30, 2025, 5:49 PM

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Mmm..I get it

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Thx

tawdry swallow Aug 30, 2025, 5:56 PM

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Anything else you wanna ask?
@midnight scaffold

midnight scaffold Aug 30, 2025, 6:07 PM

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tawdry swallow Anything else you wanna ask? <@1253016999169364071>

Na I'm gd
For now😁

tawdry swallow Aug 30, 2025, 6:08 PM

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Alr

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Close this channel

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Nvm, I’ll close it 4 you

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.close

rich rivetBOT Aug 30, 2025, 6:09 PM

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Solved

Post marked as solved by @tawdry swallow.

Use .unsolved if this was a mistake.

tawdry swallow Aug 30, 2025, 6:09 PM

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:))

midnight scaffold Aug 30, 2025, 6:26 PM

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tawdry swallow Nvm, I’ll close it 4 you

Thx😂

#I'm confused