1) 14х2 - 5х - 1 = 0
D = 25 + 56 = 81 Кор.D = 9
x1 = 5 + 9/ 28 = 0,5
x2 = 5 - 9/ 28 = - 1/7
2) 2x2 + x + 67 = 0
D = 1 - 536 = - 535
Розв'язку немає
3) 2p2 + 7p - 30 = 0
D = 49 + 240 = 289 Kor.D = 17
p1 = -7 + 17/ 4 = 2,5
p2 = -7 - 17/ 4 = - 6
4) y2 - 3y - 5 = 0
D = 9 + 20 = 29 Kor.D = kor z 29
x = 3 + - kor z 29 / 2
5) 5x2 - 11x + 2 = 0
D= 121 - 40 = 81
kor D = 9
x1 = 11 + 9 / 10 = 2
x2 = 11 - 9 / 10 = 0,2
6) 9x2 - 30y + 25 = 0
D = 900 - 900 = 0
x = 30 / 18 = 5/3
<span>x+2-x^2+4/x-2=? нужны скобки, непонятно, что в числителе
m-n/2mn+2/m-n=(m-n)²+2·2mn/2mn= (m-n)²+2mn/2mn(m-n)=m²-2mn+n²+4mn/2mn(m-n)=
=m²+2mn+n²/2mn(m-n)=(m+n)²/2mn(m-n)
p+3/p+4-p-3/p-4 = (p+3)/(p+4) - (p-3)/(p-4)=(p+3)(p-4)-(p+4)(p-3)/(p+4)(p-4)=
p²+3p-4p-12-p²-4p+3p+12/p²-4=-2p/p²-4
7p+q/p^2-pq+p+7q/q^2-pq</span>=(7p+q)/p(p-q)+(p+7q)/q(q-p)=(7p+q)/p(p-q)-(p+7q)/q(p-q)=(7p+q)·q-(p+7q)·p/pq(p-q)=7pq+q²-p²-7pq/pq(p-q)=(q²-p²)/pq(p-q)=-(p+q)/pq(p-q)
4.3х+1-1+2х/5Больше =х
5х/5 больше =х
х=х
3х^2-3х-18=3(х+2)(х-3)
3х^2-3х-18=3(х^2-3х+2х-6)
3х^2-3х-18=3(х^2-х-6)
3х^2-3х-18=3х^2-3х-18
√25-√49= 5 - 7 = -2
√16 * √9 = 4 *3 =12
3√4 - √36 = √(3² · 4) - √36 =√36 -√36 = 6 - 6 =0
√64 : √ 900 = 8 : 30 = 8/30 = 4/15