Ta có:
\(A+B=7x^2y^3-6xy^4+5x^3y-1-x^3y-7x^2y^3+5-xy^4\)\(A+B=\left(7x^2y^3-7x^2y^3\right)+\left(-6xy^4-xy^4\right)+\left(5x^3y-x^3y\right)+\left(-1+5\right)\)\(A+B=-7xy^4+4x^3y+4\)
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A+B=(7x2y3-6xy4+5x3y-1)+(-x3y-7x2y3+5-xy4)
=7x2y3-6xy4+5x3y-1-x3y-7x2y3+5-xy4
=(7x2y3-7x2y3)-6xy4+(5x3y-x3y)-xy4+(-1+5)
=(7-7)x2y3-6xy4+(5-1)x3y-xy4+4
=0x2y3-6xy4+4x3y-xy4+4
=-6xy4+4x3y-xy4+4
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