题目

1.(-x)^3*(x^2)^5-(-x4)^2*(-x^6)
2.(x^m)^3*(x^3)^m-2(x^2)^3m
3.(3ab^2)^2=(-4ab^3)*(-ab)
4.(a^nb^3)^3*a^2b^(2n-7)-[a^(n+1)]^2*(ab^2)^n
5先化简,后求值.其中x=-1,y=2
3x^3y^3*(-3分之2x^2y)^2+(-3分之1x^2y)^3*9xy^2
6.(-3分之4x^2y^2)(-4分之3x^2+xy-5分之2y^2)
7.2分之1(x^3-2x^2+3分之2)*(-6x)
8.4x^2y^28(x^2-y^2)+(-2xy^2)^2
1.先化简，后求值。其中x=-3,y=3分之1
3xy^2(-3分之1x^2y+4x^3y^2)-4x^2y(-4分之xy^2)*(-4xy)
2.解方程：6x(1-x)-4x(1-x)=16-2(x^2-2)
3.(y+3)(y-6)
4.(2x+1)(x-1)
5.(ab-2分之1)(ab-3分之1)
6.(x-1)(x-2)(x+3)
7.-(a+3b)(a-5b)

提问时间：2021-02-25

答案

1.原式=-x^3*x^10+x^8*x^6
=-x^13+x^14
=x^14-x^13
2.原式=x^3m*x^3m-2*x^6m
=x^6m-2x^6m
=-x^6m
3.原式=9a^2b^4+4a^2b^4
=13a^2b^4
4.原式=a^3n*b^9*a^2*b^2(2n-7)-a^(2n+2)a^nb^2n
=a^(3n+2)*b^(2n+2)-a^(3n+2)b^2n
5.原式=3x^3y^3*(4/9)*x^4y^2-(1/27)*x^6y^3*9xy^2
=(4/3)*x^7y^5-(1/27)*x^7y^5
=(35/27)*x^7*y^5
=(35/27)*(-1)^7*2^5
=-1120/27
6.原式=(-4/3)*x^2y^2*(-3/4)x^2+(-4/3)*x^2y^2*xy-(-4/3)*x^2y^2*(2/5)y^2)
=x^4y^2-(4/3)x^3y^3+(8/15)x^2y^4
7.原式＝(1/2)*x^3*(-6x) -(1/2)*2x^2*(-6x) +(1/2)*(2/3)*(-6x)
=-3x^4+6x^3-2x
8.原式=4x^4y^28-4x^2y^30+4x^2y^4