Divide 10(x³y²x²+ x²y³z² + x²y²z³) by
5x²y²z²
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8(x3y2z2+x2y3z2+x2y2z3)÷4x2y2z2
=4x2y2z28(x3y2z2+z2y3z2+x2y2z3)
=4x2y2z28×x2y2z2+(x+y+z)=2(x+y+z)
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