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Nejste přihlášen(a). Přihlásit

#1 17. 11. 2022 15:49 — Editoval Dante24 (17. 11. 2022 15:51)

Dante24
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Goniometrie uhly

Dobrý den, potřebuju vyřešit tuto úlohu.


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#2 17. 11. 2022 15:56

misaH
Příspěvky: 13431
 

Re: Goniometrie uhly

↑ Dante24:

No a s čím konkrétne máš problém?

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#3 17. 11. 2022 16:03

Dante24
Zelenáč
Příspěvky: 17
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Re: Goniometrie uhly

Děkuju, už jsem to vyřešil  =)

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#4 17. 11. 2022 16:04

misaH
Příspěvky: 13431
 

Re: Goniometrie uhly

↑ Dante24:

Tak super :-)

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