7ху²/2 : 14х²у² = 7ху² / (28х²у²) = 1/(4х)
Ответ. sin(x)+(sin(x))^2+(sin(x))^3=cos(x)+(cos(x))^2+(cos(x))^3; (sin(x)- cos(x))+(sin(x)- cos(x))*(sin(x)+cos(x))+(sin(x)- cos(x))*((sin(x))^2+(cos(x))^2+sin(x)*cos(x))=0;
<span>(sin(x)- cos(x))*(1+sin(x)+cos(x)+(sin(x))^2+(cos(x))^2+sin(x)*cos(x))=0;(sin(x)- cos(x))*(2+sin(x)+cos(x)+sin(x)*cos(x))=0; 1).sin(x)- cos(x)=0; tg(x1)=1; 2).2+sin(x)+cos(x)+sin(x)*cos(x)=0;-не имеет решений. Доказательство письмом. </span>
1
y²-y+5y-5-7=0
y²+4y-12=0
y1+y2=-4 U y1*y2=-12
y1=-6 U y2=2
2
9x²-30x+25+2x-5=0
9x²-28x+20=0
D=784-720=64
x1=(28-8)/18=10/9
x2=(28+8)/18=2
3
t²+2t-3t+12-5t-3=0
t²-6t+9=0
(t-3)²=0
t-3=0
t=3