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The graph of y = f(x) conforms to the slope field of the differential equation dy/dx = 4xlnx. Find f(x). (see attached)
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i tried using seperation of variables to find y, dy = (4xlnx) dx \[\int\limits dy = \int\limits (4xlnx)dx\]
Are you able to do the integrals?
i don't know what's the integral of 4xlnx. i did the integral of dy, which is just y. i just don't know how to integrate 4xlnx. Would you use u-sub here?
integrate by parts...
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i don't think we've learned that yet :(
it may be what you call u-sub... \[\int\limits_{}^{} u dv = uv - \int\limits_{}^{} v du\]
here I would do u = log x and dv = x dx
u = ln x, just to be clear
What did you get for your answer?
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yeah, thanks :)
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