Определить знак выражения: 1)cos156°sin(-350)ctg230° 2)cos 13π\15(дробью) сtg 2π/18

cos156sin(-350)ctg230=cos(180-24)sin(10)ctg(50)=-cos24sin10ctg50< 0

cos13п/15ctg2п/18=cos(п-2п/15)ctg(п/9)=-cos2п/15ctgп/9< 0

s1=p*(3.8)^2=14.44p cm^2

s2=p*(9.5)^5=90.25p cm^2

s1/s2=14.44p/90.25p=4/25=0.16

a)х^5+4a^2x^3-4ax^4=x^3(x^2+4a^2-4ax)=x^3(x-2)^2

б)4a^6-12a^5b+9a^4b^2=a^4(4a^2-12ab+9b^2)=a^4(2a-3b)^2