Formules

Sandrine Schieres

Sandrine Schieres

Kartei Details

Karten 20
Lernende 34
Sprache Français
Kategorie Mathematik
Stufe Mittelschule
Erstellt / Aktualisiert 09.10.2013 / 10.10.2024
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\(cot( -\theta)=\)

\(-cot\theta\)

\(sin(\frac {\pi} {2}+\theta)=\)

\(Cos\theta\)

\(cot( \pi+\theta)=\)

\(cot\theta\)

\(cos(\frac {\pi} {2}-\theta)=\)

\(sin\theta\)

\(sin( -\theta)=\)

\(-sin\theta\)

\(sin( \pi+\theta)=\)

\(-sin\theta\)

\(tan( \pi+\theta)=\)

\(tan\theta\)

\(cot( \pi-\theta)=\)

\(-cot\theta\)

\(cos( \pi+\theta)=\)

\(-cos\theta\)

\(tan(\frac {\pi} {2}-\theta)=\)

\(cot\theta\)

\(cos(\frac {\pi} {2}+\theta)=\)

\(-sin\theta\)

\(cos( \pi-\theta)=\)

\(-cos\theta\)

\(sin(\frac {\pi} {2}-\theta)=\)

\(cos\theta\)

\(tan(\frac {\pi} {2}+\theta)=\)

 

\(-Cot\theta\)

\(cot(\frac {\pi} {2}-\theta)=\)

\(tan\theta\)

\(cot(\frac {\pi} {2}+\theta)=\)

\(-tan\theta\)

\(cos( -\theta)=\)

\(cos\theta\)

\(tan( \pi-\theta)=\)

\(-tan\theta\)

\(sin( \pi-\theta)=\)

\(sin\theta\)

\(tan( -\theta)=\)

\(-tan\theta\)