a)p^3-t^3=(p-t) (p^2+pt+t^2)
б)27-p^3=(3-p) (9+3p+p^2)
в)8t^3+1=(2t+1) (4y^2-2t+1)
г)8p^3+125t^3=(2p+5t) (4p^2-10pt+25y^2)
6+4х-16=2х-8
4х-2х=-8+16-6
2х=2
х=2:2
x=1
32/27;16/9.... b1=32/27
b2/b1=q=16/9*27/32= 3/2
s6=(32/27)(q⁶-1)/(q-1)
s6= (32/27)(729/64-1)/(3/2-1)=2*32/27*665/64=665/27=24 17/27
F'(x) = (<span>x^2+sinx-7</span>)' = 2x + cosx
1) b⁵ *(b⁷*5b² +b-3) = <span>b⁵ *(5b⁹ +b-3)=5b¹⁴+b⁶-3b⁵
2) -7c*(-3c⁴+c²-2c+1) = 21c⁵-7c³+14c²-7c
3) p*(p³-3c+c*(3p-c²)= </span><span><span>p*(p³-3c+3cp-c³)=p⁴-3cp+3cp²-c³p
</span>4) a*(a⁴+a³+a²) - (a⁴+a³+a²)=a⁵+a⁴+a³-</span><span>a⁴-a³-a²=</span><span> a⁵<span>-a²
</span>5) -3a²b(4ab - a²b² - 2)= -12a³b² + 3a⁴b³+ 6a²b
6) (a⁴ - a³b + a²b² - ab³)*a²b
= a⁶b - a⁵b²+a⁴b³ - a³b⁴</span>