mx³+3nxy²-2x³-xy²+y＝（mx³-2x³）+(3nxy²-xy²)+y=(m-2)x³+(3n-1)xy²+y不含三次项,则有m-2=0,3n-1=0∴m=2,n=1/3∴2m+3n=2×2+3×(1/3)=4+1=5