A)f'(x)=(x-1)'(x+3/2)(x-1/3)+(x-1)(x+3/2)'(x-1/3)+(x-1)(x+3/2)(x-1/3)'=(x+3/2)(x-1/3)+
+(x-1)(x-1/3)+(x-1)(x+3/2)=x²-1/3x+3/2x-0.5+x²-1/3x-x+1/3+x²+3/2x-x-3/2=3x²-1/3x-2/3
в)f'(x)=40x³-500x
б)f'(x)=x²'(x+0.5)(2x-3)+x²(x+0.5)'(2x-3)+x²(x+0.5)(2x-3)'=2x(x+0.5)(2x-3)+x²(2x-3)+x²(x+0.5)*2=4x³-4x²-3x+2x³-3x²+2x³+x²=8x³-6x²-3x
г)y'=9x²-216x