Bijzondere driehoeken 2

Wat merk je?
Vink alles aan wat van toepassing is.
In een gelijkbenige driehoek meten twee hoeken 65°. Hoe groot is de derde hoek?
Vink alles aan wat van toepassing is
Is onderstaande driehoek gelijkbenig?
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[/img]
Welke hoeken in onderstaande driehoek zijn gelijk?
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[/img]
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Information: Bijzondere driehoeken 2