Question

Simplifique a expressão: P = (senx)(cosx)(tgx)(cotgx)(secx)(cossecx)

Answer 1

$\mathsf{P=sen(x)\cdot cos(x)\cdot tg(x)\cdot cotg(x)\cdot sec(x)\cdot cossec(x)}\\\mathsf{P= \diagup\!\!\!\!sen(x)\cdot\diagup\!\!\!\!cos(x)\cdot\diagup\!\!\!\!tg(x)\cdot \dfrac{1}{\diagup\!\!\!\! tg(x)}\cdot\dfrac{1}{\diagup\!\!\!\!cos(x)}\dfrac{1}{\diagup\!\!\!\! sen(x)}=1}$

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