х+12=3х -7-х=3х+17 3(х-3)=х+2(х+5) <span>-4(х+2)+3(х-1)-2=4(х-2)+9</span>
х-3х=-12 -х-3х=17+7 3х-9=х+2х+10 -4х-8+3х-3-2=4х-8+9
-2х=-12 -4х=24 3х-х-2х=10+9 -4х+3х-4х=-8+9+8+3+2
2х=12 х=24/(-4) х=19 -5х=14 |:(-5)
х=12/2 х=-6 х=14/5
х=6 х=2 , 4/5
Y'(x) = - (x^(-6/5))/5 + (x^(-4/5)) / 5 + 1
y'(32) = - (32^(-6/5))/5 + (32^(-4/5)) / 5 + 1 = -1/(64*5) + 1/(16*5) + 1 = (-1+4+320)/320 = 323/320
Используем формулу квадрата разности a²-2ab+b² = (a-b)²
29.
4+49x²-28x = 49x²-28x+4 = (7x)²- 2·7x·2 + 2² = (7x-2)² = (7x-2)(7x-2)
32.
-20yx+25y²+4x² = 25y²-20yx +4x² = (5y)²- 2·5y·2x + (2x)² = (5y-2x)² =
= (5y-2x)(5y-2x)
35.
25+9y²-30y = 9y²-30y+25 = (3y)²- 2·3y·5 + 5² = (3y-5)² = (3y-5)(3y-5)