ax⌒3y⌒2+2ax⌒2y+ax

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ax⌒3y⌒2+2ax⌒2y+axax⌒3y⌒2+2ax⌒2y+axax⌒3y⌒2+2ax⌒2y+axax³y²+2ax²y+ax=ax(x²y²+2

ax⌒3y⌒2+2ax⌒2y+ax
ax⌒3y⌒2+2ax⌒2y+ax

ax⌒3y⌒2+2ax⌒2y+ax
ax³y²+2ax²y+ax
=ax(x²y²+2xy+1)
=ax(xy+1)²

ax⌒3y⌒2+2ax⌒2y+ax y=x^3-2ax^2+2ax求导 y=ax²-2ax-3a（a y=ax^2导数是2ax证明抛物线y=ax^2-8ax+12a(a 因式分解ax-ay+x^2-y^2 因式分解x^2+ax-y^2-ay x^2+ax-y^2+ay因式分解 y=-x^2-2ax(0 y=-x^2-2ax(0 已知抛物线Y=aX^2(a y=ax^2的导数是什么函数y=-x2-2ax(0 y=ax^2+bx+c是什么意思 y=ax^2+bx+c 中 y=2ax的导数是抛物线y^2=4ax(a ax-2y=1 ax+2y=5 x=2y求a