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math 2200 sample exam \( e^{3x} \): \[ e^{3x} \frac{dy}{dx} + 3 e^{3x} y = 6x e^{3x} \] Recognize the left side as a derivative: \[ \frac{d}{dx} (e^{3x} y) = 6x e^{3x} \] Integrate both sides: \[ e^{3x} y = \int 6x e^{3x} dx + C \] Use integration by parts for \( \int x e^{3x} dx \): Let \( u = x \), \( dv = e^{ R Robyn Herman Oct 10, 2025
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