13. 计算:
(1) $(2x-3y)+(5x+4y)$;
(2) $(3x^2+4x)-3(x+x^2+\dfrac{1}{3})$;
(3) $3x^2-y^2-3x^2-5y+x^2-5y+y^2$;
(4) $\dfrac{1}{3}(3x^2-y)-\dfrac{2}{3}(2x^2+y)$;
(5) $2x-(2+\dfrac{1}{2}x)+1$;
(6) $x^2y-(2xy^2-x^2y)+3xy^2$;
(7) $(3a^2b-ab^2)-(ab^2+3a^2b)$;
(8) $2x^2-5x+x^2+4x$;
(9) $(2x^2-y^2)-3(3y^2-2x^2)$;
(10) $(a^2b-3ab^2)+2(a^2b-7ab^2)$;
(11) $3x^2-[7x-(4x-3)-2x^2]$;
(12) $-a^2b+(3ab^2-a^2b)-2(2ab^2-a^2b)$。
(1) $(2x-3y)+(5x+4y)$;
(2) $(3x^2+4x)-3(x+x^2+\dfrac{1}{3})$;
(3) $3x^2-y^2-3x^2-5y+x^2-5y+y^2$;
(4) $\dfrac{1}{3}(3x^2-y)-\dfrac{2}{3}(2x^2+y)$;
(5) $2x-(2+\dfrac{1}{2}x)+1$;
(6) $x^2y-(2xy^2-x^2y)+3xy^2$;
(7) $(3a^2b-ab^2)-(ab^2+3a^2b)$;
(8) $2x^2-5x+x^2+4x$;
(9) $(2x^2-y^2)-3(3y^2-2x^2)$;
(10) $(a^2b-3ab^2)+2(a^2b-7ab^2)$;
(11) $3x^2-[7x-(4x-3)-2x^2]$;
(12) $-a^2b+(3ab^2-a^2b)-2(2ab^2-a^2b)$。
答案
(1)$7x+y$
(2)$x-1$
(3)$x^2-10y$
(4)$-\frac{1}{3}x^2-y$
(5)$\frac{3}{2}x-1$
(6)$2x^2y+xy^2$
(7)$-2ab^2$
(8)$3x^2-x$
(9)$8x^2-10y^2$
(10)$3a^2b-17ab^2$
(11)$5x^2-3x-3$
(12)$-ab^2$
(2)$x-1$
(3)$x^2-10y$
(4)$-\frac{1}{3}x^2-y$
(5)$\frac{3}{2}x-1$
(6)$2x^2y+xy^2$
(7)$-2ab^2$
(8)$3x^2-x$
(9)$8x^2-10y^2$
(10)$3a^2b-17ab^2$
(11)$5x^2-3x-3$
(12)$-ab^2$
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