(х+3)(х-4)=-6
х²-х-12+6=0
х²-х-6=0
D=1+24=25
х1=3
х2=-2
х(х-5)+99+15(х-5)=0
х²-5х+99+15х-75=0
х²+10х+24=0
D=4
х1=-6
х2=-4
3х(х+5)+88-20(х+5)=0
3х²+15х+88-20х-100=0
3х²-5х-12=0
D=169
х1=3
х2=-8/6=-4/3
{3y+x=5
<span>{13y-2x=11
х=5-3у
13у-2(5-3у)=11
13у-10+6у-11=0
19у-21=0
19у=21
у=21/19
х=5-3*21/19=5-63/19=32/19</span>
X(y^2-16x^2)
x(y-4x)(y+4x)
Решение
f(x) = 4sin(x/8)*cos(x/8) = 2cos(x/4)
f`(x) = - 2*(1/4)sin(x/4) = - (1/2)*sin(x/4)