求微分y=(3x+1)根号下2x-1/5x+3

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求微分y=(3x+1)根号下2x-1/5x+3
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求微分y=(3x+1)根号下2x-1/5x+3
求微分y=(3x+1)根号下2x-1/5x+3

求微分y=(3x+1)根号下2x-1/5x+3
dy=3√[(2x-1)/(5x+3)]dx+(3x+1)*(1/2)*√[(5x+3)/(2x-1)]*[2(5x+3)-5(2x-1)]/(5x+3)^2dx
=3√[(2x-1)/(5x+3)] dx+11(3x+1)√[(5x+3)/(2x-1)]/[2(5x+3)^2] dx