Y=0
3x^2-7x-6=0
D=(-7)^2-4×3×(-6)=49+72=121
x1=(-(-7)-V121)/2×3=(7-11)/6=-4/6=-2/3
x2=(-(-7)+V121)/2×3=(7+11)/6=18/6=3
x=0
y=3×0^2-7×0-6=0-0-6
y=-6
A(-2/3;0); B(3;0) и C(0;-6)
(y+1)(x-12)=0
(x+y+2)/(y-2)=5
(y+1)(x-12)=0
x=y+2=5y-10
(y+1)(x-12)=0
x=6y-12
(y+1)(6y-12-12)=0
y=-1
y=4
x=6*(-1)-12
x=6*4-12
x=-18
x=12
x1=-19
y1=-1
x2=12
y2=4
(-1+1)*(-18-12)=0
-18-(-1)+2/-1-2=5
(4+1)*(12-12)=0
12-4+2/4-2=5
0=0
5=5
0=0
5=5
x1=-18
y1=-1
x2=12
y2=4
5х²-12х=0
х(5х-12)=0
х1=0 5х-12=0
5х=12
х2=2,4
94. k(x) = 3*2^x+10^(x*lg e)+121 = 3*2^x+10^(lg (e^x))+121 = 3*2^x + e^x + 121
k'(x) = 3*2^x*ln 2 + e^x. Ответ 3)
95. g(x) = 2*log2(x) + ln x, g'(x) = 2/(x*ln 2) + 1/x. Ответ 4)
96. q(x) = 2ln x - 3log7(x) + 5, q'(x) = 2/x - 3/(x*ln 7). Ответ 1)