Standardintegraler
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∫xndx=xn+1/(n+1)\int x^n dx=x^{n+1}/(n+1)∫xndx=xn+1/(n+1) (n≠−1n\neq -1n=−1), ∫ex=ex\int e^x=e^x∫ex=ex, ∫1/x=ln∣x∣\int 1/x=\ln|x|∫1/x=ln∣x∣, ∫sin=−cos\int\sin=-\cos∫sin=−cos, ∫cos=sin\int\cos=\sin∫cos=sin.
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