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	2	sửa đề bài		Sửa 13-06-14 08:50 PM Minn 1
GTLN-GTNN tìm Min,Max của các hsố sau1.$y=\frac{3cos^4x+4sin^2x}{3sin^4x+2cos^2x}$2.$y=sin^3x+cos^3x$3.$\frac{1+sin^6x+cos^6x}{1+sin^4x+cos^4x}$4.$\frac{1}{sinx+4}$ -$\frac{1}{cosx-4}$ GTLN, GTNN GTLN-GTNN tìm Min,Max của các hsố sau1.$y=\frac{3cos^4x+4sin^2x}{3sin^4x+2cos^2x}$2.$y=sinx^3+cosx^3$3.$\frac{1+sin^6x+cos^6x}{1+sin^4x+cos^4x}$4.$\frac{1}{sinx+4}$ -$\frac{1}{cosx-4}$ GTLN, GTNN GTLN-GTNN tìm Min,Max của các hsố sau1.$y=\frac{3cos^4x+4sin^2x}{3sin^4x+2cos^2x}$2.$y=sin^3x+cos^3x$3.$\frac{1+sin^6x+cos^6x}{1+sin^4x+cos^4x}$4.$\frac{1}{sinx+4}$ -$\frac{1}{cosx-4}$ GTLN, GTNN

	1	tạo mới		Hỏi 13-06-14 08:41 PM Minn 1
GTLN-GTNN tìm Min,Max của các hsố sau1.$y=\frac{3cos^4x+4sin^2x}{3sin^4x+2cos^2x}$2.$y=sinx^3+cosx^3$3.$\frac{1+sin^6x+cos^6x}{1+sin^4x+cos^4x}$4.$\frac{1}{sinx+4}$ -$\frac{1}{cosx-4}$

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hoahoa.nhynhay: . 11/5/2018 1:39:46 PM
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