1) f(-x)=(-x-2)^2=(x+2)^2/=+-f(x) ни четная ни нечетн7ая
2)
<span>y</span><span> = </span><span>x</span><span>3 + 2</span><span>x</span><span> + 1; f(-x)=(-x)^3+2*(-x)+1=-x^3-2x+1=-(x^3+2x-1)/=+-f(x) ни четная ни нечетная</span>
<span> </span><span>y</span><span> = </span><span>x</span><span>4 + |</span><span>x</span><span>|. f(-x)=(-x)^4+I-xI=x^4+IxI=f(x) четная</span>
Sin a/2=(1-49/64)^0.5=15^0.5/8
cos a=(cos a/2)^2-(sin a/2)^2
cos a=49/64-15/64=34/64=17/32
<span>1)m²(m²-1)=m²(m-1)(m+1)
2)2x²y²(2x-3y)
3)3m²(1+3m)
4)5x³(x²-3)
5)9b³(2a-b)
6)x³+x²y+x²y+xy²-xy²-y³=x³+2x²y-y³
7)a³-4a²-2a²+8a+3a-12=a³-6a²+11a-12
8)3y³-3y²+3y-4y²+4y-4=3y³-7y²=7y-4
9)4a³-4a²+a²-a+3a-3=4a³-3a²+2a-3
10)32y-16y²+16y²-40y+25=0
-8y=-25
y=25/8= 3 1/8
11)-(4a+3b)²
12)-(0,4d+5c)²
13)9x^4-1 ^-степень
14)1,44c^4-49a^4
15)y^10-25/64x²
16)(x²-3)(x²+3)
17)(x³-a²)(x³+a2)
18)(9-b²)(9+b²)=(3-b)(3+b)(9+b²)
19)(c^4-d^4)(c^4+d^4)=(c²-d²)(c²+d²)(c^4+D^4)=(c-d)(c+d)(c²+d²)(c^4+d^4)
20)(a²-4)(a²+4)=(a-2)(a+2)(a²+4)
21)(xy-0,5)(xy+0,5)</span>
А(а-2б)-(3б+а)²
а²-2аб-(9б²+6аб+а²)
раскрываем скобки:
а²-2аб-9б²-6аб-а²
-8аб-9б²