(ln(sin2x))'= 1/sin2x *(sin2x)' = 1/sin2x * cos2x *(2x)' = 1/sin2x * cos2x * 2 = 2ctg2x
432*48-38*432=29736-16416=4320
10a + sqrt(-35+12x-x^2)=ax+1
Sqrt(-35+12x-x^2)=ax+1-10a
-35+12x-x^2=a^2+2(1-10a)x+(1-10a)^2
X^2+(2-10a-12)x+35+(1-10a)^2=0
X^2-10(a+1)x+(36-20a+100a^2)=0
D=0
100(a^2+2a+1)-4(36-20a+100a^2)=0
-300a^2+280a-44=0
-75a^2+70a-11=0
D=4900-4*75*11=4900-3300=1600
A=(-70-40)/-150=11/15
A=1/5
=x^2-x+4x-4=x^2+3x-4
=7y^2x^2-2y^4-3x^4
=b^2-4b+3