$\displaystyle {y^{IV}} = {e^x}(4 + x) + \sin (x) $ $\displaystyle y'''(0) = 2,y''(0) = 2,y'(0) = 2,y(0) = 2 $ I'm not sure where to begin. Should I do product rule or something else?
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Integrating $\displaystyle y^{IV}$ four times will work. Remember the arbitrary constants.
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