Find the derivative of the function y = 3e^x.

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Numarical Solution by Taylor's Series of dy/dx=2y+3e^x || 18mat31 || Dr Prashant Patil

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y = x^3e^x、導関数を求めます

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連鎖ルール IBSL AP 計算による指数関数 xe^y - y^3e^x = 0 の陰的導関数

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テイラー法では、x=0.1 で y を求めます。 (dy/dx)-2y=3e^x とすると、原点を通過します。

【高校　数学Ⅲ】　極限３３　ｅについて１　（１９分）

Know your power series!