Resolver cos6/tan12=csc12/tan99

$$\frac { \cos 6 } { \tan 12 } = \frac { \csc 12 } { \tan 99 }$$

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Passos Para a Resolução

Evaluate trigonometric functions in the problem

$$\frac{0,9945218953682733}{0,2125565616700221} = \frac{4,809734344744132}{-6,313751514675037}$$

Expanda \frac{0,9945218953682733}{0,2125565616700221} ao multiplicar o numerador e o denominador por 10000000000000000.

$$\frac{9945218953682733}{2125565616700221}=\frac{4,809734344744132}{-6,313751514675037}$$

Reduza a fração \frac{9945218953682733}{2125565616700221} para os termos mais baixos ao retirar e anular 3.

$$\frac{3315072984560911}{708521872233407}=\frac{4,809734344744132}{-6,313751514675037}$$

Expanda \frac{4,809734344744132}{-6,313751514675037} ao multiplicar o numerador e o denominador por 1000000000000000.

$$\frac{3315072984560911}{708521872233407}=\frac{4809734344744132}{-6313751514675037}$$

A fração \frac{4809734344744132}{-6313751514675037} pode ser reescrita como -\frac{4809734344744132}{6313751514675037} ao remover o sinal negativo.

$$\frac{3315072984560911}{708521872233407}=-\frac{4809734344744132}{6313751514675037}$$

O mínimo múltiplo comum de 708521872233407 e 6313751514675037 é 4473431043994066486695020361059. Converta \frac{3315072984560911}{708521872233407} e -\frac{4809734344744132}{6313751514675037} em frações com o denominador 4473431043994066486695020361059.

$$\frac{20930547077529747373748297678707}{4473431043994066486695020361059}=-\frac{3407801982883431429858797617724}{4473431043994066486695020361059}$$

Compare \frac{20930547077529747373748297678707}{4473431043994066486695020361059} e -\frac{3407801982883431429858797617724}{4473431043994066486695020361059}.

$$\text{false}$$