a) $sin\alpha$ = $\frac{2}{3}$. Tính A = $\frac{cot\alpha-tan\alpha}{cot\alpha+tan\alpha}$ b) $sin\alpha$ = $\frac{1}{3}$, $90^{o}$ < $\alpha$ < $180^{o}$ Tính A = $\frac{tan\alpha+3cot\alpha+1}{tan\alpha+cot\alpha}$ c) $tan\alpha$ = $\sqrt[]{2}$. Tính A = $\frac{sin\alpha-cos\alpha}{sin^{3}\alpha+3cos^{3}\alpha+2sin\alpha}$ d) $tan\alpha$= 3. Tính A = $\frac{sin^{2}\alpha-5cos^{2}\alpha}{2sin^{2}\alpha+3sin\alpha.cos\alpha+cos^{2}\alpha}$

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