U
utit_9x
4. ĐK [TEX]sin(x+\frac{\pi }{3}).sin(\frac{\pi}{6}-x)[/TEX] #0 và cot(x+π/3).cot(π/6 - x) \geq 01.18cos²x + 15cosx + [TEX] \frac{5}{cosx} [/TEX] + 2/cos²x + 5 = 0
2.cos²x.sin(sinx) + sinx.cos(sinx)=0
3.sin²4x - cos²6x = sin(10,5π+ 10x)
4.sin^4 + cos^4 =2/3. cot(x+π/3).cot(π/6 - x)
Ta có cot(x+π/3).cot(π/6 - x)=(cos(x+π/3)*cos(π/6 - x))/(sin(x+π/3)*sin(π/6 - x))
\Rightarrow[TEX]1-2{sin}^{2}x.{cos}^{2}x=\frac{2}{3}.\frac{0.5cos(2x+\frac{\pi }{6})}{0.5{cos(2x+\frac{\pi }{6})}}[/TEX]
\Leftrightarrow[TEX] - \frac{1}{2}{sin}^{2}2x=-\frac{1}{3}[/TEX]
\Rightarrow ...........
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