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\frac{0.03492076949174773 ^ {2} - 1}{2 \cdot 0.03492076949174773 + 1}
Evaluate trigonometric functions in the problem
\frac{0.0012194601418957790130245699601529-1}{2\times 0.03492076949174773+1}
Calcula 0.03492076949174773 á potencia de 2 e obtén 0.0012194601418957790130245699601529.
\frac{-0.9987805398581042209869754300398471}{2\times 0.03492076949174773+1}
Resta 1 de 0.0012194601418957790130245699601529 para obter -0.9987805398581042209869754300398471.
\frac{-0.9987805398581042209869754300398471}{0.06984153898349546+1}
Multiplica 2 e 0.03492076949174773 para obter 0.06984153898349546.
\frac{-0.9987805398581042209869754300398471}{1.06984153898349546}
Suma 0.06984153898349546 e 1 para obter 1.06984153898349546.
\frac{-9987805398581042209869754300398471}{10698415389834954600000000000000000}
Expande \frac{-0.9987805398581042209869754300398471}{1.06984153898349546} multiplicando o numerador e o denominador por 10000000000000000000000000000000000.
-\frac{3329268466193680736623251433466157}{3566138463278318200000000000000000}
Reduce a fracción \frac{-9987805398581042209869754300398471}{10698415389834954600000000000000000} a termos máis baixos extraendo e cancelando 3.