Derivative of y = x^2 lnx - x^2/2
dy/dx if y = x^2*lnx 指定された導関数を求めます
y = e^2lnx、導関数である Dxy を求めます。
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y = e^2lnx の導関数を求めます。
ラーソン微積分法 5.1 #48: 積則を使用して y = x^2*ln(x) を微分する
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x^2lnx
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